This file will take you through recreating the figures presented in
the manuscript. Note that some of the figures went through additional
edits in Illustrator for additional labelling!
Preparation
Load packages
library(dplyr)
library(ggplot2)
library(forcats)
library(here)
library(deSolve)
Warning: package ‘deSolve’ was built under R version 4.2.3
library(crone)
library(optimParallel)
Loading required package: parallel
library(doParallel)
Loading required package: foreach
Loading required package: iterators
library(doRNG)
Loading required package: rngtools
library(arrow)
Some features are not enabled in this build of Arrow. Run `arrow_info()` for more information.
The repository you retrieved Arrow from did not include all of Arrow's features.
You can install a fully-featured version by running:
`install.packages('arrow', repos = 'https://apache.r-universe.dev')`.
Attaching package: ‘arrow’
The following object is masked from ‘package:utils’:
timestamp
library(stringr)
Warning: package ‘stringr’ was built under R version 4.2.3
library(parallel)
library(ggpubr)
library(scales)
library(bayestestR)
library(purrr)
Attaching package: ‘purrr’
The following objects are masked from ‘package:foreach’:
accumulate, when
The following object is masked from ‘package:scales’:
discard
library(tidyr)
library(splines2)
library(splancs)
Loading required package: sp
Spatial Point Pattern Analysis Code in S-Plus
Version 2 - Spatial and Space-Time analysis
Attaching package: ‘splancs’
The following object is masked from ‘package:tidyr’:
tribble
The following object is masked from ‘package:dplyr’:
tribble
load variables
parameters_tsukushi <- c(R1 = 8.89*10^6,
lambda = 3.7*10^5,
mu = 0.025,
p = 8*10^-6,
alpha = 1,
alphag = 2,
beta = 5.721,
mum = 48,
mug = 4,
I0 = 43.85965,
Ig0 = 0,
a = 150,
b = 100,
sp = 1,
psin = 16.69234,
psiw = 0.8431785,
phin = 0.03520591,
phiw = 550.842,
iota = 2.18*(10^6),
rho = 0.2627156)
# import in data files
ez_label <- read.csv(here("code_repository/data/ez_label.csv")) ## labelling schene
Warning in file(file, "rt") :
cannot open file '/Users/avrilwang/Desktop/phd/data/grw/grw001/code_repository/data/ez_label.csv': No such file or directory
Error in file(file, "rt") : cannot open the connection
#=================================# # Cue perception mediates fitness
#=================================# #———— A. conversion rate dynamics
and fitness values ————# ## function for dynamics generation
# function for getting single cue infection dynamics
get_si_dyn <- function(df){
## processing model input
par <- c(df$var1, df$var2, df$var3, df$var4) ## parameters
cue <- df$cue ## cue choice
log <- ifelse(df$log=="log", "log10", "none") ## log or not
cue_range <- seq(df$low, df$high, by = df$by) ## cue range
id <- df$id ## id
## get dynamics data
dyn <- chabaudi_si_clean(
parameters_cr = par,
parameters = parameters_tsukushi,
time_range = seq(0, 20, 0.001),
cue = cue,
cue_range = cue_range,
log_cue = log,
immunity = "tsukushi",
solver = "vode",
dyn = TRUE)
# append id
dyn2 <- cbind(dyn, id = rep(id, nrow(dyn)))
# return results
return(dyn2)
}
run function to generate data
## split si_opt into list
si_opt.ls <- split(si_opt.df, seq(nrow(si_opt.df)))
## get dynamics
si_dyn <- mclapply(si_opt.ls, get_si_dyn, mc.cores = 8)
## combine the dynamics file
si_dyn.df <- do.call(rbind, si_dyn)
## save
# write_parquet(si_dyn.df, here("code_repository/data/si_dyn.parquet"))
get 30 day simulation data (not used for fitness but for plotting
purposes)
## get dynamics
si_opt.ls2 <- split(si_opt.df %>% filter(cue != "t"), seq(nrow(si_opt.df%>% filter(cue != "t"))))
si_dyn_30 <- mclapply(si_opt.ls2, get_si_dyn, mc.cores = 8)
## combine the dynamics file
si_dyn_30.df <- do.call(rbind, si_dyn_30)
si_dyn_30.df %>% group_by(id) %>% summarise(max_time = max(time))
## save
write_parquet(si_dyn_30.df, here("code_repository/data/si_dyn_30.parquet"))
process data to isolate conversion rate and pair them with
fitness
## keep only conversion rate from dynamics
si_dyn_cr.df <- si_dyn.df %>% filter(variable == "cr")
## left join with fitness values
si_dyn_cr_fitness.df <- si_dyn_cr.df %>%
left_join(si_opt.df, by = "id")
## normalize fitness by dividing all values by the fitness values we get when cue = time
si_opt.df <- si_opt.df %>%
mutate(fitness_norm = fitness_20 / si_opt.df[si_opt.df$cue == "t",]$fitness_20)
plot
## fitness values ranked from high to low
fitness_rank.plt <- ggplot(si_opt.df, aes(x = fitness_norm, y = fct_reorder(long_label, fitness_20))) +
geom_bar(stat = "identity", fill = "black") +
labs(x = "Normalized fitness", y = "Cue") +
theme_classic() +
theme(plot.margin = margin(5.5, 0, 5.5, 5.5, "pt"))
## conversion rate dynamic ranked in the same order
fitness_cr.plt <- ggplot(si_dyn_cr_fitness.df, aes(x = time, y = fct_reorder(long_label, fitness_20), fill = value)) +
geom_raster() +
scale_fill_viridis_c() +
labs(fill = "Transmission\ninvestment", x = "Time (days)") +
xlim(1, 20) + # note that cr at day 0->1 is always 0 due to how the model is set up!
theme_classic() +
theme(axis.title.y=element_blank(),
axis.text.y=element_blank(), #remove y axis labels
axis.ticks.y=element_blank() #remove y axis ticks
)
## plot together
fitness_rank_cr.plt <- ggarrange(fitness_rank.plt, fitness_cr.plt, widths = c(1.2, 1), align = "h", common.legend = T,
legend = "bottom")
Warning: Removed 11022 rows containing missing values or values outside the scale range
(`geom_raster()`).
Warning: Removed 11022 rows containing missing values or values outside the scale range
(`geom_raster()`).
#———— B. Reaction norms ————# ## function to obtain the cue values
sensed by parasites from dynamics datas
get_rug <- function(df){
## process cue
cue <- unique(df$cue)
## if cue contains "+", we need to first split them up and add them into the final dataframe
if(stringr::str_detect(cue, "\\+")){
cue_split <- stringr::str_split(string = cue, pattern = "\\+", simplify = T)
## get the two cues
cue_temp_1 <- cue_split[[1]]
cue_temp_2 <- cue_split[[2]]
## filter dyn
rug <- df %>%
filter(variable == cue_temp_1 | variable == cue_temp_2) %>%
dplyr::group_by(time) %>%
dplyr::mutate(sum = sum(value, na.rm = T)) %>%
select(time, value = sum, id)
}
# for cue with no addition, it is simply filtering for the values and returning it
if(stringr::str_detect(cue, "\\+", negate = T)){
rug <- df %>%
dplyr::filter(variable == cue) %>%
dplyr::select(time, value, id)}
return(rug)
}
run function to obtain cue values
# join dynamics data with cue information
si_dyn_cue.df <- left_join(si_dyn.df, si_opt.df, by = "id")
# split based on individual labels
si_dyn_cue.ls <- si_dyn_cue.df %>% group_split(id)
# run function to get rug
si_rug <- mclapply(si_dyn_cue.ls, get_rug, mc.cores = 6)
# combine and save
si_rug.df <- do.call(rbind, si_rug)
write_parquet(si_rug.df, here("code_repository/data/si_rug.parquet"))
function to obtain reaction norm
get_si_rn <- function(df){
## read in the parameter sets
par <- c(df$var1, df$var2, df$var3, df$var4)
## get cue range
cue_range <- seq(df$low, df$high, by = df$by)
## nested function to convert parameter set into basis spline function
rn <- par_to_df(par = par, cue_range = cue_range)
# if parasite is sensing logged cue, we have to exponentiate it back so they are on the same scale!
rn2 <- rn
if(stringr::str_detect(df$log, "log")){rn2$cue_range <- 10^(rn2$cue_range)}
# append label to reaction norm, dyn, and rug
rn2 <- data.frame(rn2, id = df$id)
return(rn2)
}
run function to get reaction norms
# split dataframe of optimized rcues
si_opt.ls <- split(si_opt.df, seq(nrow(si_opt.df)))
# run function
si_rn <- lapply(si_opt.ls, get_si_rn)
# bind together
si_rn.df <- do.call(rbind, si_rn)
write_parquet(si_rn.df, here("code_repository/data/si_rn.parquet"))
preparing the dataset for plotting reaction norms and rugs
## we are only plotting relevent ranges of the reaction norm, meaning that these are the cue values actually "sensed" by the parasites in an infection. We can use the rug dataframe to get a rough estimate of that
si_rug_lim.df <- si_rug.df %>%
group_by(id)%>%
summarise(min_temp = min(value, na.rm = T)*0.9,
max_temp = max(value, na.rm = T)*1.1) %>% ## calculate min and max for each cue
left_join(si_opt.df, by = "id") %>% ## join with si_opt so we can get the cmmon cue
ungroup() %>%
group_by(cue) %>%
summarise(min = min(min_temp), max = max(max_temp))
## process reaction norm data to restrict range and get label
si_rn.df_p <- si_rn.df %>%
left_join(select(si_opt.df, id, cue, log), by = "id") %>% ## get cue and log status from si_opt.df
left_join(si_rug_lim.df, by = "cue") %>% ## via cue, get ranges we want to limit the rn to
filter(cue_range <= max & cue_range >= min) %>% ## keep only cue values within range
left_join(select(ez_label, id, cue_label), by = "id") # get labels
## refactor to reorder the order at which the cues are presented
si_rn.df_p$cue_label <- factor(si_rn.df_p$cue_label,
levels = c("Asexual iRBC", "Sexual iRBC", "Total iRBC", "Gametocyte", "RBC"))
## split rug labels by none logged and logged
si_rug_cue.df <- si_rug.df %>%
distinct(id, value) %>% ## cut down on number of datapoints. For each id, keep only distinct points
left_join(select(si_opt.df, id, cue, log), by = "id") %>% ## get cue and log status from si_opt.df
left_join(select(ez_label, id, cue_label), by = "id") ## get cue label for plotting
## refactor rug
si_rug_cue.df$cue_label <- factor(si_rug_cue.df$cue_label,
levels = c("Asexual iRBC", "Sexual iRBC", "Total iRBC", "Gametocyte", "RBC"))
### split
si_rug_cue.df_none <- si_rug_cue.df %>% filter(log == "none")
si_rug_cue.df_log <- si_rug_cue.df %>% filter(log == "log")
plot reaction norms and associated rug plots

#———— Plotting fitness, dynamics, and rn together ————#
ggarrange(fitness_rank_cr.plt, fitness_rn.plt, widths = c(2.7, 1), align = "h", ncol = 2, labels = c("A", "B"))
Warning: Graphs cannot be horizontally aligned unless the axis parameter is set. Placing graphs unaligned.

#=================================# # Dual cue fitness main figure
#=================================# #————Relative ranking of dual cue vs
single cue fitness———–# ## Prepare dual cue dataset
## For the dual cue models, we optimized each cue combinations in 2 ways, one with L-BFGS-B with 0.5X9 starting point and another with DEoptim + L-FGBS-B. For each cue combination, we are going to pick the strategy that gave us the higher fitness
dual_cue_f_final.df <- dual_cue_f_glb.df %>%
select(id, id_b, label, label_b, fitness_glb = fitness,
par1_glb = par1, par2_glb = par2, par3_glb = par3, par4_glb = par4, par5_glb = par5, par6_glb = par6,
par7_glb = par7, par8_glb = par8, par9_glb = par9) %>%
left_join(
select(dual_cue_f_lc.df,
id, id_b, fitness_lc = fitness,
par1_lc = par1, par2_lc = par2, par3_lc = par3, par4_lc = par4, par5_lc = par5, par6_lc = par6,
par7_lc = par7, par8_lc = par8, par9_lc = par9), by = c("id", "id_b")
) %>% ## rename columns and join global and local optimization fitness dataframes
mutate(
fitness = ifelse(fitness_glb > fitness_lc, fitness_glb, fitness_lc),
par1 = ifelse(fitness_glb > fitness_lc, par1_glb, par1_lc),
par2 = ifelse(fitness_glb > fitness_lc, par2_glb, par2_lc),
par3 = ifelse(fitness_glb > fitness_lc, par3_glb, par3_lc),
par4 = ifelse(fitness_glb > fitness_lc, par4_glb, par4_lc),
par5 = ifelse(fitness_glb > fitness_lc, par5_glb, par5_lc),
par6 = ifelse(fitness_glb > fitness_lc, par6_glb, par6_lc),
par7 = ifelse(fitness_glb > fitness_lc, par7_glb, par7_lc),
par8 = ifelse(fitness_glb > fitness_lc, par8_glb, par8_lc),
par9 = ifelse(fitness_glb > fitness_lc, par9_glb, par9_lc)
) ## the columns are assigned based on which strategy produced the highest fitness
## write csv
write.csv(dual_cue_f_final.df, here("code_repository/data/dual_cue_fitness_final.csv"))
Combine single cue and dual cue dataset
plot fitness rank
dual_fitness.pl <- ggplot(dual_si_fitness.df) +
geom_segment(aes(y = fct_reorder(label_comb, fitness_dual_norm), yend = fct_reorder(label_comb, fitness_dual), x = fitness_dual_norm, xend = fitness_si_final)) + ## line segment connecting the cue values
geom_point(aes(y = fct_reorder(label_comb, fitness_dual), x = fitness_dual_norm, color = "Dual cue", shape = "Dual cue"),
size = 2.5) + ## dual cue fitness
geom_point(aes(y = fct_reorder(label_comb, fitness_dual_norm), x = fitness_si_final, color = "Best single cue", shape = "Best single cue"), size = 2.5) + ## best single cue fitness
scale_color_manual(values=c("#fc8d59", "#4575b4")) +
labs(x = "Normalized fitness", y = "Dual cue combinations", colour = "Legend", shape = "Legend") +
theme_classic() +
theme(legend.position = "top")
#————Time series conversion rate of dual cue models———–# Note that
our dual cue models take 9 parameters. To ensure that any difference
between dual and single cue models is due to the inclusion of additional
cues and NOT higher spline flexibility,we performed L-BFGS-B (local)
optimization of single cue models with df = 9 to control for the spline
flexibility.
dynamics simulation of high parameter cues
## best dual cue model: I log and R log
Rlog_Ilog.cr <- chabaudi_si_clean(
parameters_cr = c(4.446192033, 10.97518275, 1.38762817, 23.3059254, -3.452052371, -18.0070692, 39.66614226, -3.545193141, 18.78350799),
immunity = "tsukushi",
parameters = parameters_tsukushi,
time_range = seq(0, 20, by = 1e-3),
cue_range = seq(6, 7, by = 1/500),
cue_range_b = seq(0, log10(6*(10^6)), by = (log10(6*(10^6)))/500),
cue = "R",
cue_b = "I",
log_cue = "log10",
log_cue_b = "log10",
solver = "vode",
dyn = T
)
plot
ggplot() +
geom_line(data = dual_selected_cr.df, aes(color = label_new, x = time, y = value), size = 1) +
geom_point(data = dual_selected_cr.df %>% filter(time%%1 == 0), aes(color = label_new, x = time, y = value, shape = label_new), size = 3) +
labs(x = "Time (days)", y = "Conversion rate", color = "Cue(s)", shape = "Cue(s)") +
xlim(0, 20) +
scale_color_manual(values = c(orange,"#E1BE6A",blue ,"black")) +
theme_classic() +
theme(legend.position="right",
plot.margin = margin(t = 40, r = 0, b = 0, l = 0, unit = "pt")) +
guides(color = guide_legend(nrow = 4, byrow = TRUE))
Warning: Removed 3 rows containing missing values or values outside the scale range (`geom_line()`).
Warning: Removed 3 rows containing missing values or values outside the scale range (`geom_point()`).

#——– Reaction norm heatmap of R log10 + I log10 ————# # Process
data
# make heatmap data.frame
Rlog_Ilog.hm <- par_to_hm_te(par = c(4.446192033, 10.97518275, 1.38762817, 23.3059254, -3.452052371, -18.0070692, 39.66614226, -3.545193141, 18.78350799),
cue_range = seq(6, 7, length.out = 500),
cue_range_b = seq(0, 6.77815125, length.out = 500))
# process dynamics
Rlog_Ilog.dyn <- Rlog_Ilog.cr %>%
tidyr::pivot_wider(names_from = variable, values_from = value) %>%
mutate(log_R = log10(R),
log_I = log10(I))
plot
Rlog_Ilog_rn.pl <- ggplot() +
geom_raster(data = Rlog_Ilog.hm, aes(x = cue_range_b, y = cue_range, fill = cr)) +
scale_fill_viridis_c() +
geom_path(data = Rlog_Ilog.dyn, aes(x = log_I, y = log_R), color = "white", arrow = arrow(angle = 30, length = unit(0.1, "inches"))) +
geom_point(data = Rlog_Ilog.dyn %>% filter(row_number() %% 1000 == 1 & time <= 20), aes(x = log_I, y = log_R), color = "white") +
xlim(0.99*min(hablar::s(Rlog_Ilog.dyn$log_I), na.rm = T), 1.01* max(hablar::s(Rlog_Ilog.dyn$log_I), na.rm = T)) +
ylim(0.99*min(hablar::s(Rlog_Ilog.dyn$log_R), na.rm = T),1.01* max(hablar::s(Rlog_Ilog.dyn$log_R), na.rm = T)) +
labs(y = "RBC log", x = "Asexual iRBC log", fill = "Transmission\ninvestment") +
theme_classic() +
theme(legend.position = "right")
#———– Plot together ————#
# assemble panel B and C
dual_main.BC <- ggarrange(dual_selected_cr.pl, Rlog_Ilog_rn.pl, align = "v", ncol = 1, labels = c("B", "C"))
Warning: Removed 3 rows containing missing values or values outside the scale range (`geom_line()`).
Warning: Removed 3 rows containing missing values or values outside the scale range (`geom_point()`).
Warning: Removed 219202 rows containing missing values or values outside the scale range
(`geom_raster()`).
# assemble panel A
ggarrange(dual_fitness.pl, dual_main.BC, ncol = 2, labels = c("A", ""), widths = c(1.1,1))
ggsave(here("code_repository/figures/dual_main_intermediate.tiff"), units = "px", width = 2250, height = 1400, scale = 1.3, dpi=300, bg = "white")

#=================================# # Dual cue conversion rate
supplementary figure (cr dynamics) #=================================#
## Function to simulate dual cue dynamics
dual_cue_dyn <- function(df){
## process cues
cue <- df$cue
cue_b <- df$cue_b
## process log
log <- ifelse(str_detect(df$id, "log"), "log10", "none")
log_b <- ifelse(str_detect(df$id_b, "log"), "log10", "none")
# process cue_range. ensure that both cue ranges are of the same length
cue_range <- seq(df$low, df$high, length.out = 500)
cue_range_b <- seq(df$low_b, df$high_b, length.out = 500)
# get parameter set
par <- c(df$par1, df$par2, df$par3, df$par4, df$par5, df$par6, df$par7, df$par8, df$par9)
# simulate dynamics
dyn <- chabaudi_si_clean(
parameters_cr = par,
immunity = "tsukushi",
parameters = parameters_tsukushi,
time_range = seq(0, 20, 0.01),
cue = cue,
cue_b = cue_b,
cue_range = cue_range,
cue_range_b = cue_range_b,
log_cue = log,
log_cue_b = log_b,
solver = "vode",
gam = "te",
dyn = T)
# return
dyn2 <- cbind(id = df$id, id_b = df$id_b,
label = df$label, label_b = df$label_b,
cue = cue, cue_b = cue_b, dyn)
write_parquet(dyn2, here(paste0("code_repository/data/dual_cue_dyn/", df$id, "_", df$id_b, ".parquet")))
}
Get dynamics of dual cue models
## For the dual cue fitness dataframe, add the cue range for each individual cue
dual_cue_f_final.df_p <- dual_cue_f_final.df %>%
left_join(select(cue_range_si_alt.df, id, cue, low, high), by = "id") %>%
left_join(select(cue_range_si_alt.df, id_b = id, cue_b = cue, low_b = low, high_b = high), by = "id_b")
## Split dataframes
dual_cue_f_final.ls <- split(dual_cue_f_final.df_p, seq(nrow(dual_cue_f_final.df_p)))
## Run function
mclapply(dual_cue_f_final.ls, dual_cue_dyn, mc.cores = 6)
## Concat all files
dual_cue_dyn.ls <- list.files(path = here("code_repository/data/dual_cue_dyn"), pattern = "*.parquet", full.names = T)
dual_cue_dyn.df <- do.call(rbind, lapply(dual_cue_dyn.ls, read_parquet))
write_parquet(dual_cue_dyn.df, here("code_repository/data/dual_cue_dyn.parquet"))
get 30 days dynamic (for plotting purposes)
## Run function
mclapply(dual_cue_f_final.ls, dual_cue_dyn, mc.cores = 6)
## Concat all files
dual_cue_dyn_30.ls <- list.files(path = here("code_repository/data/dual_cue_dyn_30"), pattern = "*.parquet", full.names = T)
dual_cue_dyn_30.df <- do.call(rbind, lapply(dual_cue_dyn_30.ls, read_parquet))
write_parquet(dual_cue_dyn_30.df, here("code_repository/data/dual_cue_dyn_30.parquet"))
Preparing dataset for plotting
Plot
ggplot(data = dual_cue_cr.df, aes(x = time, y = fct_reorder(label_comb, fitness), fill = value)) +
geom_raster() +
scale_fill_viridis_c() +
xlim(1, 20) +
labs(x = "Time (days)", y = "Dual cue combination", fill = "Transmission\ninvestment") +
theme_classic()
Warning: Removed 4080 rows containing missing values or values outside the scale range (`geom_raster()`).
ggsave(here("code_repository/figures/dual_cue_cr.tiff"), units = "px", width = 2000, height = 1500, dpi=300, bg = "white")
Warning: Removed 4080 rows containing missing values or values outside the scale range (`geom_raster()`).

#=================================# # Cumulative transmission plot of
dual and single cue models #=================================# # get
cumulative tau
# process
I_high.taucum <- I_high.cr %>% filter(variable == "tau_cum") %>% mutate(label_new = "I log (df=9)") %>% select(-variable)
R_high.taucum <- R_high.cr %>% filter(variable == "tau_cum") %>% mutate(label_new = "R log (df=9)") %>% select(-variable)
time_high.taucum <- time_high.cr %>% filter(variable == "tau_cum") %>% mutate(label_new = "Time (df=9)") %>% select(-variable)
Rlog_Ilog.taucum <- Rlog_Ilog.cr %>% filter(variable == "tau_cum") %>% mutate(label_new = "R log & I log\n(df=9)") %>% select(-variable)
plot
# read in data
dual_selected_taucum.df <- read_parquet(here("code_repository/data/dual_selected_taucum.parquet"))
Error: IOError: Failed to open local file '/Users/avrilwang/Desktop/phd/data/grw/grw001/code_repository/data/dual_selected_taucum.parquet'. Detail: [errno 2] No such file or directory
#=================================# # Experimental disease maps of P.
chabaudi #=================================# ## Import in data
# import in https://academic.oup.com/emph/article/2018/1/127/5045871?login=true
## (2018 published in EMPH)
emph_2018 <- readxl::read_xls(here("code_repository/experimental_data/Huijben_2018_EMPH.xls"), sheet = 1)
# import in https://onlinelibrary.wiley.com/doi/10.1111/j.1558-5646.2010.01068.x
## (2010 published in Evolution)
evo_2010 <- readxl::read_xls(here("code_repository/experimental_data/Huijben_2010_evolution.xls"), sheet = 1)
# import in https://journals.plos.org/plospathogens/article?id=10.1371/journal.ppat.1003578#:~:text=The%20philosophy%20is%20that%20aggressive,longer%20feel%20sick%20%5B13%5D.
## (2013 in PLoS pathogen)
plos_2013_1 <- readxl::read_xlsx(here("code_repository/experimental_data/Huijben_2013_PLoS.xlsx"), sheet = 2)
plos_2013_2 <- readxl::read_xlsx(here("code_repository/experimental_data/Huijben_2013_PLoS.xlsx"), sheet = 3)
# import in https://onlinelibrary.wiley.com/doi/10.1111/j.1420-9101.2011.02369.x
## (2011 in Journal of Evolutionary Biology)
eseb_2011 <- readxl::read_xls(here("code_repository/experimental_data/Huijben_2011_eseb.xls"), sheet = 1)
# import in https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3939351/
## (2011 in Journal of American naturalist). Note private dataset so not provided in the supplementary!
amna_2011 <- readxl::read_xls(here("experimental_data/Pollitt_2011_naturalist.xls"), sheet = 1)
Clean data
## for EMPH 2018 study, include only infection series without drugs were R-inoculum is administered by itself, which includes 6, 7, 8, 9, 10. Box 6 has a starting inoculum number of 10^6, which is most similar to other studies. Filtering between day 3-21 because those are the days where we have single day data.
emph_2018_ss.df <- emph_2018 %>%
filter(Box %in% seq(6, 10) &
dplyr::between(Day, 3, 21)) %>%
mutate(dose = case_when(
Box == 6 ~ 10^6,
Box == 7 ~ 10^5,
Box == 8 ~ 10^3,
Box == 9 | Box == 10 ~ 10^1
)) %>%
mutate(strain = "As6p",
study = "emph2018",
study_strain = paste0(strain, study),
id = paste0(study, strain, Box, Mouse, 1),
RBC = RBC * (10^6)) %>%
select(day = Day,
mouse = Mouse,
RBC,
asex = Rasex,
gam = Rgam,
dose,
strain,
study,
study_strain,
id)
## for 2011 eseb, only day 3-17 data are analyzed because those are the days where gametocyte data are available
eseb_2011_ss.df <- eseb_2011 %>%
filter(Clones == "R" & between(Day, 3, 17) &
Drugs == "N") %>%
mutate(dose = 10^6,
strain = "As8p",
study = "eseb2011",
study_strain = paste0(strain, study),
RBC = RBC*(10^6),
id = paste0(study, strain, Box, Mouse, 2)) %>%
select(day = Day,
mouse = Mouse,
RBC,
asex = R.asex,
gam = R.gam,
dose,
strain,
study,
study_strain,
id)
## for evolution_2010, single infection data for both resistant and susceptible clones are available without drug treatment
evolution_2010_ss.df <- evo_2010 %>%
filter(Clone == "R" | Clone == "S") %>%
filter(between(Day, 3, 21) &
Drugs == "nodrugs") %>%
mutate(asex = R.asex + S.asex,
gam = R.gam + S.gam,
dose = 10^6,
RBC = RBC*(10^6),
study = "evol2011",
strain = ifelse(Clone == "R", "As12", "AJ51"),
study_strain = paste0(strain, "_", study),
id = paste0(study, strain, Box, Mouse, 3)) %>%
select(day = Day,
mouse = Mouse,
RBC,
asex,
gam,
dose,
strain,
study,
study_strain,
id)
## for amnat 2011, get single infection data. Filter out any mice that have missing data. Set negative asexuasl data ot 0
amna_2011_ss.df <- amna_2011 %>%
filter(treat %in% c("AJ", "AS", "ER", "CR", "CW", "DK")) %>%
mutate(asex = tot.para - tot.gcyte,
gam = tot.gcyte,
dose = 10^6,
study = "amna_2011",
RBC = rbc/(10^6),
study_strain = paste0(treat, "_", study),
id = paste0(study, treat, div, mouse, 4)) %>%
mutate(asex = ifelse(asex < 0, 0, asex)) # sometimes total parasite is less than gametocyte so need to correct for this
### check for NA by groups
amna_na.id <- amna_2011_ss.df %>%
filter_at(vars(asex, gam, RBC), all_vars(is.na(.))) %>%
distinct(id) %>%
select(id)
amna_2011_ss.df2 <- amna_2011_ss.df %>%
filter(!(id %in% amna_na.id$id)) %>%
select(day,
mouse,
RBC,
asex,
gam,
dose,
strain = treat,
study,
study_strain,
id)
## rbind
exp_ss.df <- rbind(emph_2018_ss.df, eseb_2011_ss.df, evolution_2010_ss.df, amna_2011_ss.df2)
## write
write.csv(exp_ss.df, here("code_repository/data/experimental_data.csv"))
Prepare dataset for plotting
names(exp_ss.df) <- c("X", "Day", "Mouse", "RBC", "iRBC", "Gametocyte", "Dose", "Strain", "Study", "Study_strain", "id")
## prepare a list of variable combinations we want to plot
exp_var.comb <- tidyr::expand_grid(x = c("RBC", "iRBC", "Gametocyte"),
y = c("RBC", "iRBC", "Gametocyte")) %>% ## get all pairwise combinations of variables
filter(x != y) %>% ## remove incidences where the 2 variables are the same
mutate(tmp = paste0(pmin(x, y), pmax(x, y))) %>% ## eliminate same variable but different order
slice_head(n = 1, by = tmp) %>%
select(-tmp)
List-wise plotting
## x and y axis are not logged!
exp_xy.pl_ls <- map2(exp_var.comb$x, exp_var.comb$y, ~ {
x_col <- .x
y_col <- .y
ggplot(exp_ss.df, aes_string(x = x_col, y = y_col)) +
geom_path(aes(colour = Day, group = id), arrow = arrow(type = "closed", angle = 10, length = unit(0, "inches"))) +
theme_classic() +
scale_color_viridis_c(option = "A", limits = c(3, 21)) +
labs(color = "Days post-infection") +
scale_y_continuous(labels = function(x) format(x, scientific = TRUE)) +
scale_x_continuous(labels = label_scientific(digits = 1))
}
)
## x-axis is logged
exp_xlogy.pl_ls <- map2(exp_var.comb$x, exp_var.comb$y, ~ {
x_col <- .x
y_col <- .y
ggplot(exp_ss.df, aes_string(x = sprintf("log10(%s)", x_col), y = y_col)) +
geom_path(aes(colour = Day, group = id), arrow = arrow(type = "closed", angle = 10, length = unit(0, "inches"))) +
theme_classic() +
scale_color_viridis_c(option = "A", limits = c(3, 21)) +
labs(color = "Days post-infection", x = paste(x_col, "log")) +
scale_y_continuous(labels = function(x) format(x, scientific = TRUE))
}
)
## y-axis logged
exp_xylog.pl_ls <- map2(exp_var.comb$x, exp_var.comb$y, ~ {
x_col <- .x
y_col <- .y
ggplot(exp_ss.df, aes_string(x = x_col, y = sprintf("log10(%s)", y_col))) +
geom_path(aes(colour = Day, group = id), arrow = arrow(type = "closed", angle = 10, length = unit(0, "inches"))) +
theme_classic() +
scale_color_viridis_c(option = "A", limits = c(3, 21)) +
labs(color = "Days post-infection", y = paste(y_col, "log")) +
scale_x_continuous(labels = label_scientific(digits = 1))
}
)
## both x and y axis is logged
exp_xlogylog.pl_ls <- map2(exp_var.comb$x, exp_var.comb$y, ~ {
x_col <- .x
y_col <- .y
ggplot(exp_ss.df, aes_string(x = sprintf("log10(%s)", x_col), y = sprintf("log10(%s)", y_col))) +
geom_path(aes(colour = Day, group = id), arrow = arrow(type = "closed", angle = 10, length = unit(0, "inches"))) +
theme_classic() +
scale_color_viridis_c(option = "A", limits = c(3, 21)) +
labs(color = "Days post-infection", x = paste(x_col, "log"), y = paste(y_col, "log"))
}
)
## plot together
ggarrange(plotlist = c(exp_xy.pl_ls, exp_xlogy.pl_ls, exp_xylog.pl_ls, exp_xlogylog.pl_ls),
common.legend = T, align = "hv")
ggsave(here("code_repository/figures/exp_disease-curve.tiff"), units = "px", width = 2250, height = 1500, scale = 1.4, dpi=300, bg = "white")
#=================================# # Simulated disease curve graph
#=================================# ## Function to obtain dynamics data
based on the dual cue input
get_dual_rn <- function(df){
## assign the two cues
cue <- unique(df$cue)
cue_b <- unique(df$cue_b)
## assign log status
log <- ifelse(str_detect(unique(df$id), "log"), "log", "none")
log_b <- ifelse(str_detect(unique(df$id_b), "log"), "log", "none")
## assign which cues are going to be logged
if(log == "log" & log_b == "none"){logged_cue <- cue}
if(log == "none" & log_b == "log"){logged_cue <- cue_b}
if(log == "log" & log_b == "log"){logged_cue <- c(cue, cue_b)}
if(log == "none" & log_b == "none"){logged_cue <- c()}
## keep variables that corresponds to the cue used
### for dataframes that does not involve combined variables such as I+Ig
if(isTRUE(str_detect(cue, "\\+", negate = T)) & isTRUE(str_detect(cue_b, "\\+", negate = T))){
df_f <- df %>%
filter(variable %in% c(cue, cue_b, "cr")) %>%
mutate(value = case_when(
variable %in% logged_cue ~ log10(value),
TRUE ~ value
)) %>% ## log transform values only when they match with the logged cue list
filter(value >= 0) ## filter out values <0, these happen due to stiffness of models but are not relevant
} else{
### assign both cues to a list
cue_ls <- c(cue, cue_b)
### pick the cue that has the "+" sign
combined_cue <- cue_ls[grepl("\\+", cue_ls)]
non_combined_cue <- cue_ls[!grepl("\\+", cue_ls)] ### this is the none combined cue
### unlist the cues
cue_unlist <- unlist(str_split(combined_cue, "\\+"))
### get filtered dataset containing only non-combine cue
df_f1 <- df %>%
filter(variable %in% c(non_combined_cue, "cr"))
### get filtered dataset containing combined cue. These will be summed up and bound back to the previous
df_f2 <- df %>%
filter(variable %in% cue_unlist) %>% ## keep only variables that we will combine
group_by(time) %>% ## for each time point, group the variables
mutate(value = sum(value, na.rm = T),
variable = combined_cue) %>% ## recalculate the value as sum of the values and reassign variable!
distinct(time, .keep_all = T) ## note that because we are mutating we must dedeuplicate the records
#### combine the two and log transform if necessary
df_f <- rbind(df_f1, df_f2) %>%
mutate(value = ifelse(variable %in% logged_cue, log10(value), value)) %>% ## log transform values only when they match with the logged cue list
filter(value >= 0)
}
## Convert dataframes wider such that the different variables have their own columns
df_fp <- df_f %>%
mutate(variable_id = ifelse(variable == cue, paste0(variable, "_", log), paste0(variable, "_", log_b))) %>% ### assign a unique variable id that could later be used to assign labels
left_join(select(ez_label, id, long_label), by = c("variable_id" = "id")) %>%
mutate(long_label = ifelse(variable == "cr", "cr", long_label)) %>% ## manually add cr
mutate(long_label = gsub(" ", "_", long_label)) %>% ## convert spaces to _ for plotting
pivot_wider(names_from = long_label, values_from = value, id_cols = c(time, id, id_b)) %>%
filter(time >= 1) %>% ## filter out day 0->1 because all cr = 0 before that
arrange(time) ## this is needed to prevent geom_path from joining the first and last data point
## assign NAs (meaning no stuff is produced yet to 0)
df_fp[is.na(df_fp)] <- 0
return(df_fp)
}
Run function to get a curated dataset containing only relevant
## split dual dynamics dataframe into list grouped by the dual cues
dual_cue_dyn.ls <- dual_cue_dyn.df %>% group_split(id, id_b)
## run function across list
dual_cue_rn.ls <- mclapply(dual_cue_dyn.ls, get_dual_rn, mc.cores = 6)
## sanity checks that we are actually summing iRBCs. Rings out
max(dual_cue_rn.ls[[2]]$Total_iRBC)
max(dual_cue_rn.ls[[4]]$Asexual_iRBC)
max(dual_cue_rn.ls[[6]]$Sexual_iRBC)
max(dual_cue_rn.ls[[10]]$Total_iRBC)
max(dual_cue_rn.ls[[12]]$Asexual_iRBC)
max(dual_cue_rn.ls[[14]]$Sexual_iRBC)
plot
## list apply all dataframes
cue_cue_rn_pl.ls <- lapply(dual_cue_rn.ls,
function(x){
## get names of columns used in the x and y axis
axis_cols <- setdiff(names(x), c("time", "id", "id_b", "cr"))
## ggplot
ggplot() +
geom_path(data = x, aes_string(x = axis_cols[[1]], y = axis_cols[[2]], color = "cr"),
arrow = arrow(length = unit(c(rep(0, nrow(x) - 2), 0.25), "inches")),
size = 1.5) +
geom_point(data = x %>% filter(time %% 1 == 0),
aes_string(x = axis_cols[[1]], y = axis_cols[[2]]), size = 1.5, shape = 1) +
theme_classic() +
scale_color_viridis_c(limits = c(0, 1)) +
labs(color = "Conversion rate", x = gsub("_", " ", axis_cols[[1]]), y = gsub("_", " ", axis_cols[[2]])) +
scale_x_continuous(labels = label_scientific(digits = 2)) +
scale_y_continuous(labels = label_scientific(digits = 2))
})
## arrange together
cue_cue_rn.pl <- ggarrange(plotlist = cue_cue_rn_pl.ls, ncol = 5, nrow = 8, common.legend = T, align = "hv")
ggsave(here("code_repository/figures/sim_disease-curve.tiff"), units = "px", width = 2250, height = 2500, scale = 2.2, dpi=300, bg = "white")
#=================================# # Curating list of selected exo
and simulated # disease curves (main figure)
#=================================# # plot
# main figure
ggarrange(
cue_cue_rn_pl.ls[[31]] +
scale_x_continuous(labels = scales::number_format(accuracy = 0.1)) +
scale_y_continuous(labels = scales::number_format(accuracy = 1)) +
theme(legend.position = "none"),
exp_xlogylog.pl_ls[[1]] + theme(legend.position = "none"),
cue_cue_rn_pl.ls[[35]] +
scale_y_continuous(labels = scales::number_format(accuracy = 1)) +
theme(legend.position = "none",
axis.text.x=element_text(size=6.5)),
exp_xylog.pl_ls[[1]] +
scale_y_continuous(labels = scales::number_format(accuracy = 1)) +
theme(legend.position = "none",
axis.text.x=element_text(size=6.5)),
cue_cue_rn_pl.ls[[30]] +
scale_x_continuous(labels = scales::number_format(accuracy = 0.1)) +
theme(legend.position = "none"),
exp_xlogy.pl_ls[[1]] + theme(legend.position = "none"),
cue_cue_rn_pl.ls[[15]] +
scale_x_continuous(labels = scales::number_format(accuracy = 0.1)) +
theme(legend.position = "none"),
exp_xlogy.pl_ls[[2]] + theme(legend.position = "none"),
align = "hv", ncol = 4, nrow = 2
)
ggsave(here("code_repository/figures/sim_exp_disease_curve_main.tiff"), units = "px", width = 2250, height = 1000, scale = 1.25, dpi=300, bg = "white")
# get legend separately
ggarrange(
cue_cue_rn_pl.ls[[31]] +
scale_x_continuous(labels = scales::number_format(accuracy = 0.1)) +
scale_y_continuous(labels = scales::number_format(accuracy = 1)) +
theme(legend.position = "top"),
exp_xlogylog.pl_ls[[1]] + theme(legend.position = "top"))
ggsave(here("code_repository/figures/sim_exp_disease_curve_legend.tiff"), units = "px", width = 2250, height = 500, scale = 1.25, dpi=300, bg = "white")
#=================================# # MC simulation of single cue and
dual cue infection #=================================# #———— Impact of
all parameter variation on fitness ————# ## Append all fitness data and
sanity checks
length(mc_all_dc.ls)
[1] 20089
process data for plotting fitness
plot fitness variation

#———— Impact of individual parameter variation on fitness ————# ##
combine all single parameter variation files
## list of file paths linked to the single parameter files
mc_single.ls <- list.files(path = here("code_repository/data/mc_single_fitness"), pattern = "*.csv", full.names = T)
## read and combine
mc_single_fitness.df <- do.call(rbind, mclapply(mc_single.ls, function(x) read.csv(x), mc.cores = 6))
# look at # of reps
mc_single_fitness.df %>%
group_by(id) %>%
tally()
## write
write_parquet(mc_single_fitness.df, here("code_repository/data/mc_single_fitness.parquet"))
## sanity check. iter = 1 is where all parameters are default. Should produce the same fitness values!
mc_single_fitness.df %>% filter(iter == 1)
process data for plotting
## note that for each iter across the "single" and "all" dataset, the parameter alteration is the same. Thus, for each data point at which all parameter are varied, there is a corresponding datapoint where only one parameter is varied. We can join these 2 dataset by iter and cue and log
mc_single_all_fitness.df <- mc_single_fitness.df %>%
left_join(select(mc_all_fitness.df, fitness_all = max_fitness,id, iter), by = c("id", "iter")) %>%
filter(iter %in% seq(0,1000,1)) ## only include the top 1000 records
## make the dataframe into a long format such that all fitness variations are in a single column
mc_single_fitness.long <- mc_single_all_fitness.df %>%
filter(iter != 1) %>% ## filter out iter = 1, which does not have variation
left_join(select(mc_all_fitness_ref.df, fitness_ref = max_fitness, id),
by = c("id")) %>% ## add in the deterministic fitness values
select(id, max_fitness_rho, max_fitness_beta, max_fitness_psin, max_fitness_psiw, max_fitness_phin, max_fitness_phiw, iter, fitness_all, fitness_ref) %>% # keep only fitness and associated labels
tidyr::pivot_longer(-c("id", "fitness_all", "iter", "fitness_ref")) %>% ## make long
mutate(parameter = gsub("max_fitness_|fitness_", "", name)) ## isolate parameter being altered
## calculate degree deviation from deterministic values. note that rel_diff_single ranges from -1 to 1. -1 -> one variable perturbation is acting in the opposite direction to the overall perturbation caused by randomizing all variables. 0 parameter variation contributes very little, 1 -> one variable contributes a lot
mc_single_fitness.long_p <- mc_single_fitness.long %>%
mutate(diff_single = value-fitness_ref, ## pertubation to fitness caused by single parameter variation
diff_all = fitness_all-fitness_ref, ## pertubation to fintess caused by all parameter varying
rel_diff_single = diff_single/diff_all ## normalized pertunation to fitness (single parameter)
) %>%
left_join(ez_label, by = c("id"))
## calculate summary statistics. this includes median, credible interval (contains 89% data points calculated via Highest Density Interval, which is better for skewed data)
mc_single_fitness.long_p %>% filter(id == "R_log-I+Ig_log")
mc_single_fitness.sum <- mc_single_fitness.long_p %>%
group_by(id, parameter, short_label) %>%
summarise(ci_lower = ci(rel_diff_single, method = "HDI", ci = 0.89)[[2]],
ci_higher = ci(rel_diff_single, method = "HDI", ci = 0.89)[[3]],
quantile_low = quantile(rel_diff_single, 0.025),
quantile_high = quantile(rel_diff_single, 0.975),
median = median(rel_diff_single),
mean = mean(rel_diff_single)) %>%
mutate(parameter_label = case_when( ## recode parameter values
parameter == "rho" ~ "RBC replenishment (ρ)",
parameter == "phin" ~ "Half-life indis (ϕn)",
parameter == "phiw" ~ "Half-life targeted (ϕw)",
parameter == "psin" ~ "Activation indis (ψn)",
parameter == "psiw" ~ "Activation targeted (ψw)",
parameter == "beta" ~ "Burst size (β)",
))
`summarise()` has grouped output by 'id', 'parameter'. You can override using the `.groups`
argument.
## for violin plots, what we can do is plot out only the 89% credible interval so the graph is easier to interpret
mc_single_fitness.long_p_f <- mc_single_fitness.long_p %>%
left_join(select(mc_single_fitness.sum, short_label, parameter, ci_lower, ci_higher, parameter_label), by = c("short_label", "parameter")) %>%
filter(rel_diff_single >= ci_lower & rel_diff_single < ci_higher)
Adding missing grouping variables: `id`
## arrange ordering of cues and parameters
mc_single_fitness.long_p_f$short_label <- factor(mc_single_fitness.long_p_f$short_label, c(
"R & I log", "R log & I log",
"R & Total I log","R log & Total I log",
"R", "R log",
"I", "I log",
"Ig", "Ig log",
"Total I", "Total I log",
"G", "G log"))
mc_single_fitness.long_p_f$parameter_label <- factor(mc_single_fitness.long_p_f$parameter_label,
c("Burst size (β)",
"RBC replenishment (ρ)",
"Half-life indis (ϕn)",
"Half-life targeted (ϕw)",
"Activation indis (ψn)",
"Activation targeted (ψw)"))
plotting 89% credible interval. By visual inspection of the
distribution, ci represented the distribution (more honestly) than
quantile, even when quantile seems to display larger differences of
logging cues.

#——— arrange plots together ———#
ggarrange(mc_all_fitness.pl, mc_partition.pl, align = "h", widths = c(1.3, 2), labels = c("A", "B"))
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ggarrange(mc_all_fitness.pl, mc_partition.pl, align = "h", widths = c(1.3, 2), labels = c("A", "B"))
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ggsave(units = "px", dpi = 300, width = 2250, height = 1500, filename = here("code_repository/figures/mc_fitness_partition.tiff"), bg = "white", scale = 1.2)

#==========================================# # Supplementary figure
on MC posterior parameter distribution
#==========================================# ## Process data
## manually make dataframe containing the parameter values used in the deterministic model
par_det.df <- data.frame(
parameter = c("rho", "phi_N1", "phi_N2", "iota_N1", "iota_N2", "burst"),
deterministic = c(2.627156e-01, 3.520591e-02, 5.508420e+02, 1.669234e+01, 8.431785e-01, 5.721000e+00 )
)
## make into long format
posterior.long <- posterior.df %>%
filter(id %in% seq(0,1000,1)) %>%
tidyr::pivot_longer(-id, names_to = "parameter") %>%
left_join(par_det.df, by = "parameter") %>% ## add in the deterministic parameter values
mutate(label = case_when(
parameter == "rho" ~ "RBC replenishment (ρ)",
parameter == "phi_N1" ~ "Half-life indis (ϕn)",
parameter == "phi_N2" ~ "Half-life targeted (ϕw)",
parameter == "iota_N1" ~ "Activation indis (ψn)",
parameter == "iota_N2" ~ "Activation targeted (ψw)",
parameter == "burst" ~ "Burst size (β)"
)) ## rename paramter values
plot
## portion of parameter values that does not need log-transforming
posterior_1.pl <- ggplot(posterior.long %>% filter(!parameter %in% c("phi_N1", "phi_N2", "iota_N1"))) +
geom_density(aes(x = value), fill = "grey") +
geom_vline(aes(xintercept = deterministic), linetype = "dashed") +
facet_wrap(~label, scales = "free") +
labs(x = "", y = "Density") +
theme_bw() +
theme(panel.grid.major = element_blank(),
panel.grid.minor = element_blank())
## Plots where the x-axis should be log-transformed so it is easier to read
posterior_2.pl <- ggplot(posterior.long %>% filter(parameter %in% c("phi_N1", "phi_N2", "iota_N1"))) +
geom_density(aes(x = value), fill = "grey") +
geom_vline(aes(xintercept = deterministic), linetype = "dashed") +
facet_wrap(~label, scales = "free") +
labs(x = "Value", y = "Density") +
scale_x_continuous(trans = "log10") +
theme_bw() +
theme(panel.grid.major = element_blank(),
panel.grid.minor = element_blank())
## plot together
ggarrange(posterior_1.pl, posterior_2.pl, ncol = 1, align = "hv")
## save
ggsave(units = "px", dpi = 300, width = 2000, height = 1300, filename = here("code_repository/figures/posterior.tiff"), bg = "white", scale = 1)
#==========================================# # Rank plot of parasite
fitness with only one parameter varying
#==========================================# ## Process data
## get median fitness values (normalized)
mc_single_fitness.sum2 <- mc_single_fitness.long2 %>%
group_by(short_label, id, parameter_label, parameter) %>%
summarize(median = median(fitness_norm),
mean = mean(fitness_norm),
geo_mean = exp(mean(log(fitness_norm))),
fitness_det_norm = unique(fitness_det_norm)) %>%
left_join(select(mc_all_fitness_sum.df, short_label, geo_mean_all = geom_mean), by = "short_label") ## get geometric mean of when all parameter are varied
`summarise()` has grouped output by 'short_label', 'id', 'parameter_label'. You can override
using the `.groups` argument.
plot
note that it is quite a hassel to reorder cues when facetting. Hence,
I will just plot out all 6 plots individually
# split database by parameter
mc_single_fitness_long2.ls <- split(mc_single_fitness.long2, mc_single_fitness.long2$parameter_label)
mc_single_fitness_sum2.ls <- split(mc_single_fitness.sum2, mc_single_fitness.sum2$parameter_label)
# plot out individual ggplot
mc_single_plt.ls <- list()
for(i in seq(1,6,1)){
mc_single_plt.ls[[i]] <- ggplot() +
geom_violin(data = mc_single_fitness_long2.ls[[i]],
aes(x = fct_reorder(short_label, geo_mean, .desc = T), y = fitness_norm),
fill = "grey", trim = T, color = "grey") +
geom_point(data = mc_single_fitness_sum2.ls[[i]],
aes(x = short_label, y = mean, shape = "Mean", color = "Mean"), size = 2) +
geom_point(data = mc_single_fitness_sum2.ls[[i]],
aes(x = short_label, y = geo_mean, shape = "Geometric mean\n(single parameter)", color = "Geometric mean\n(single parameter)"), size = 2) +
geom_point(data = mc_single_fitness_sum2.ls[[i]],
aes(x = short_label, y = fitness_det_norm, shape = "Deterministic", color = "Deterministic"), size =2) +
geom_point(data = mc_single_fitness_sum2.ls[[i]],
aes(x = short_label, y = geo_mean_all, shape = "Geometric mean\n(all parameters)", color = "Geometric mean\n(all parameters)"), size =2) +
labs(x = "Cue(s)", y = "Normalized fitness", shape = "Legend", color = "Legend",
subtitle = unique(mc_single_fitness_sum2.ls[[i]]$parameter_label)) +
scale_color_manual(values = c("black", "#785EF0","#785EF0", "#FFB000")) +
scale_shape_manual(values = c(16, 2, 17, 15))+
ylim(0, 1.2) +
theme_classic() +
theme(axis.text.x=element_text(angle=45,hjust=1))
}
## arrange together
ggarrange(plotlist = mc_single_plt.ls, common.legend = T, ncol = 3, nrow = 2, align = "hv")
ggsave(units = "px", dpi = 300, width = 2500, height = 2000, filename = here("code_repository/figures/mc_single_fitness.tiff"), bg = "white", scale = 1)

#==================================# # Understanding the mechanism
behind robustness #==================================# #——–Calculating
deviations between cr and fitness———-# # Process single parameter
dynamics data
# get list of files
mc_single_dyn.ls <- list.files(here("code_repository/data/mc_single_dyn"), pattern = "*.parquet", full.names = T)
# read in all of the files, filtering only for conversion rate
mc_single_dyn_cr.ls <- mclapply(mc_single_dyn.ls, function(x){
df <- read_parquet(x)
## filter to retain only cr
df_f <- df %>% filter(variable == "cr")
return(df_f)
}, mc.cores = 6)
# combine
mc_single_dyn_cr.df <- do.call(rbind, mc_single_dyn_cr.ls)
# write
write_parquet(mc_single_dyn_cr.df, here("code_repository/data/mc_single_dyn_cr.parquet"))
mc_single_dyn_cr.df <- read_parquet(here("code_repository/data/mc_single_dyn_cr.parquet"))
# check # of records
mc_single_dyn_cr.df %>% group_by(id) %>% tally()
Process deterministic conversion rate time series dynamic
# single cue dynamics (conversion rate only)
si_cr.df <- si_dyn.df %>%
filter(variable == "cr") %>% ## get corresponding time steps (0.01) and cr only
select(id, time, cr_det = value)
# dual cue dynamics (conversion rate only)
dual_cr.df <- dual_cue_dyn.df %>%
filter(variable == "cr") %>%
mutate(id = paste0(id, "-", id_b)) %>%
select(id, time, cr_det = value)
Calculate deviation in cr
mc_single_dyn_cr.sum
Error: object 'mc_single_dyn_cr.sum' not found
calculate loss of fitness due to variation
mc_single_dyn_cr.sum_fitness <- mc_single_fitness.sum %>%
mutate(geo_mean_diff = geo_mean-fitness_det_norm) %>%
left_join(mc_single_dyn_cr.sum, by = c("id", "parameter"))
Error in mutate(., geo_mean_diff = geo_mean - fitness_det_norm) :
object 'mc_single_fitness.sum' not found
isolate examples of robust and non-robust cues
## robust cue (I log)
mc_single_dyn_cr_join.df_p_robust <- mc_single_dyn_cr_join.df_p %>%
filter(id == "I_log" & parameter %in% c("beta", "psin") & row_number() %% 10 == 0) %>%
mutate(parameter_label = case_when(
parameter == "psin" ~ "Activation indis (ψn)",
parameter == "beta" ~ "Burst size (β)"
))
Error in filter(., id == "I_log" & parameter %in% c("beta", "psin") & :
object 'mc_single_dyn_cr_join.df_p' not found
plot cr time series
mc_single_cr_dyn.plt1 <- ggplot(mc_single_dyn_cr_join.df_p_robust) +
geom_line(aes(x = time, y = value, group = iter), alpha = 0.01) +
geom_line(aes(x = time, y = cr_det, group = iter), alpha = 1, color = "#785EF0") +
facet_wrap(~parameter_label) +
ylim(0, 1) +
labs(x = "", y = "Conversion rate") +
theme_bw() +
theme(panel.grid.major = element_blank(),
panel.grid.minor = element_blank(),
axis.title.x = element_blank())
mc_single_cr_dyn.plt2 <- ggplot(mc_single_dyn_cr_join.df_p_notrobust) +
geom_line(aes(x = time, y = value, group = iter), alpha = 0.01) +
geom_line(aes(x = time, y = cr_det, group = iter), alpha = 1, color = "#785EF0") +
facet_wrap(~parameter_label) +
ylim(0, 1) +
labs(x = "Time (days)", y = "Conversion rate") +
theme_bw() +
theme(panel.grid.major = element_blank(),
panel.grid.minor = element_blank())
plot relationship
# relationship between fitness vs robistness
ggplot(mc_single_dyn_cr.sum_fitness, aes(x = fitness_det_norm, y = geo_mean_diff, color = fitness_det_norm)) +
geom_point(size = 2.5, color = "black", shape = 1) +
geom_point(size = 2, alpha=0.8) +
facet_wrap(~parameter_label, scales = "free") +
scale_color_viridis_c() +
labs(x = "Deterministic model fitness", y = "Normalized fitness difference\n(Single-Deterministic)", color = "Deterministic\nmodel fitness") +
theme_bw() +
theme(panel.grid.major = element_blank(),
panel.grid.minor = element_blank())
# relationship between conversion rate difference and difference in fitness
ggplot(mc_single_dyn_cr.sum_fitness, aes(x = median_cr_diff, geo_mean_diff, color = fitness_det_norm)) +
geom_point(size = 2.5, color = "black", shape = 1) +
geom_point(size = 2, alpha=0.8) +
facet_wrap(~parameter_label) +
scale_color_viridis_c() +
ylim(NA, 0.02) +
labs(x = "Median conversion rate difference", y = "Normalized fitness difference\n(Single-Deterministic)", color = "Deterministic\nmodel fitness") +
theme_bw() +
theme(panel.grid.major = element_blank(),
panel.grid.minor = element_blank(),
legend.position = "bottom")
ggsave(here("code_repository/figures/mc_single_cr_rel_int.tiff"), units = "px", dpi = 300, width = 2550, height = 1200, bg = "white", scale = 1)
# internal code to get positions of I log and R and I+Ig log
ggplot(mc_single_dyn_cr.sum_fitness, aes(x = median_cr_diff, geo_mean_diff, color = fitness_det_norm)) +
geom_point(size = 2.5, color = "black", shape = 1) +
geom_point(size = 2, alpha=0.8) +
geom_text(data = mc_single_dyn_cr.sum_fitness %>% filter(id %in% c("I_log", "R_none-I+Ig_log")), aes(x = median_cr_diff, y =geo_mean_diff, label = id)) +
facet_wrap(~parameter_label) +
scale_color_viridis_c() +
ylim(NA, 0.02) +
labs(x = "Median conversion rate difference", y = "Normalized fitness difference\n(Single-Deterministic)", color = "Deterministic\nmodel fitness") +
theme_bw() +
theme(panel.grid.major = element_blank(),
panel.grid.minor = element_blank(),
legend.position = "bottom")
plot together
# conversion rate dynamic
ggarrange(mc_single_cr_dyn.plt1, mc_single_cr_dyn.plt2, nrow = 2, align = "v", labels = c("B", "C"))
ggsave(here("code_repository/figures/mc_single_cr_dyn_int.tiff"), units = "px", dpi = 300, width = 2550*(2/3), height = 1000, bg = "white", scale = 1)
#=====================================# # Impact of cue perception on
virulence #====================================# #——— Divid dynamics
data into high and low performing —————# # Single cue
Dual cue
# classify top 4 performing dual cues as "high performing"
top_4_dual_cue <- dual_cue_f_final.df %>%
mutate(label_alt = paste(label, "&" , label_b)) %>%
slice_max(n = 4, order_by = fitness)
# get wide format dataframe. Here, we are interested in the RBC and total iRBC count
dual_dc.df <- dual_cue_dyn_30.df %>%
mutate(label_alt = paste(label, "&" , label_b)) %>% ## get new label
filter(variable == "I" | variable == "Ig" | variable == "R") %>% ## get desired variables
tidyr::pivot_wider(names_from = variable, values_from = value, id_cols = c(time, label_alt)) %>%
mutate(total = I+Ig)
# split into top and poor-performing cues
dual_dc.high <- dual_dc.df %>% filter(label_alt %in% top_4_dual_cue$label_alt)
# reorder cues by descending fitness
dual_dc.high$label_alt <- factor(dual_dc.high$label_alt, top_4_dual_cue$label_alt)
#————Get reference dynamics—————# # the ideal dynamic (time as cue,
df = 9)
time_high.dyn <- chabaudi_si_clean_high(
parameters_cr = c(9.154314, -7.570829, -22.506638 , 3.382405 ,-13.453519 ,-17.011485 , 3.678181, -12.851895 ,-26.115158),
immunity = "tsukushi",
parameters = parameters_tsukushi,
time_range = seq(0, 30, by = 1e-3),
cue_range = seq(0, 20, by = 1e-3),
cue = "t",
solver = "vode",
dyn = T)
[1] "Time is chosen as cue. Cue_range must equal to time_range"
#————-Plot disease curves—————–# # Single cue

dual cue

#———area of curve vs fitness—————# # function to calculate area
within curve
get_dc_area <- function(df){
x <- df$total
y <- df$R
chull(x,y)->i
return(areapl(cbind(x[i],y[i])))
}
single cue area
# split df
si_dc.ls <- split(si_dc.df, si_dc.df$id)
# get area
si_dc.area <- cbind.data.frame(area = as.numeric(lapply(si_dc.ls, get_dc_area)), id = names(lapply(si_dc.ls, get_dc_area)))
# join with fitness
si_opt_area.df <- si_opt.df %>%
filter(cue != "t") %>%
left_join(si_dc.area, by = "id") %>%
mutate(fitness_norm = fitness_20/9.883602) ## normalize fitness (use fitness obtained using time df=9 given that we are plotting dual cue and single on the same graph!)
# sanity check area. The area should be on the order if we assume a rectangle!
si_dc.df %>%
group_by(id) %>%
summarise(R_diff = max(R)-min(R),
total_diff = max(total)-min(total),
product = R_diff*total_diff)
dual cue
# split
dual_dc.ls <- split(dual_dc.df, dual_dc.df$label_alt)
# get area
dual_dc.area <- cbind.data.frame(area = as.numeric(lapply(dual_dc.ls, get_dc_area)), label_alt = names(lapply(dual_dc.ls, get_dc_area)))
# join with fitness
dual_cue_f_final_area.df <- dual_cue_f_final.df %>%
mutate(label_alt = gsub("I\\+Ig", "Total I", paste(label, "&" , label_b))) %>%
left_join(dual_dc.area, by = c("label_alt")) %>%
mutate(fitness_norm = fitness/9.883602) ## normalize fitness (use fitness obtained using time df=9 given that we are plotting dual cue and single on the same graph!)
get area for ideal and static cr
# time
time_high.area <- get_dc_area(time_high.vir)
fit GLM
Note that static and time based cue is not included in the model!
# fit lm
si_lm <- lm(fitness_norm ~ area, data = si_opt_area.df)
dual_lm <- lm(fitness_norm ~ area, data = dual_cue_f_final_area.df)
# get prediction with 95% CI
si_lm.ci = predict(si_lm, interval = "confidence") %>% cbind.data.frame(area = si_opt_area.df$area)
dual_lm.ci = predict(dual_lm, interval = "confidence") %>% cbind.data.frame(area = dual_cue_f_final_area.df$area)
# look at R^2
summary(si_lm)$r.squared ## 0.1765248
[1] 0.1765248
summary(dual_lm)$r.squared ## 0.1053591
[1] 0.1053591
plot correlation
ggplot() +
geom_point(data = dual_cue_f_final_area.df, aes(x = area, y = fitness_norm, color = "Dual cue", shape = "Dual cue"), size = 3, alpha = 0.7) +
geom_point(aes(x = time_high.area, y = max(time_high.dyn %>% filter(variable == "tau_cum" & time == 20) %>% pull(value))/9.883602, color = "Time", shape = "Time"), size = 3) +
geom_line(data = dual_lm.ci, aes(x = area, fit)) +
geom_ribbon(data = dual_lm.ci, aes(x = area, ymin = lwr, ymax = upr), alpha = .15) +
annotate(geom = "text", label = "R^2=0.11", x = 1.6*(10^11), y = 0.76) +
annotate(geom = "text", label = "Time", x = 2.7*(10^11), y = 0.98) +
labs(x = "Area", y = "Normalized fitness", shape = "Cue category", color = "Cue category") +
scale_color_manual(values = c(blue, "black")) +
xlim(min(si_opt_area.df$area), max(dual_cue_f_final_area.df$area)) +
theme_classic() +
theme(legend.position = "none")
Warning: Removed 2 rows containing missing values or values outside the scale range (`geom_point()`).
Warning: Removed 2 rows containing missing values or values outside the scale range (`geom_line()`).

#———assemble figure————#

#=============================# # Validation of optimization
#=============================# #—— process input data ——# # Process
data
Plot

---
title: "R Notebook"
output: html_notebook
---
This file will take you through recreating the figures presented in the manuscript. Note that some of the figures went through additional edits in Illustrator for additional labelling!

# Preparation
## Load packages
```{r}
library(dplyr)
library(ggplot2)
library(forcats)
library(here)
library(deSolve)
library(crone)
library(optimParallel)
library(doParallel)
library(doRNG)
library(arrow)
library(stringr)
library(parallel)
library(ggpubr)
library(scales)
library(bayestestR)
library(purrr)
library(tidyr)
library(splines2)
library(splancs)
```

## load variables
```{r}
parameters_tsukushi <- c(R1 = 8.89*10^6, 
                lambda = 3.7*10^5,
                mu = 0.025, 
                p = 8*10^-6, 
                alpha = 1, 
                alphag = 2, 
                beta = 5.721, 
                mum = 48, 
                mug = 4, 
                I0 = 43.85965, 
                Ig0 = 0, 
                a = 150, 
                b = 100, 
                sp = 1,
                psin = 16.69234,
                psiw = 0.8431785,
                phin = 0.03520591, 
                phiw = 550.842,
                iota = 2.18*(10^6),
                rho = 0.2627156)

# import in data files
ez_label <- read.csv(here("code_repository/data/ez_label.csv")) ## labelling schene
si_opt.df <- read.csv(here("code_repository/data/si_opt.csv")) ## optimized parameter + fitness list
si_dyn.df <- read_parquet(here("code_repository/data/si_dyn.parquet")) ## dynamics of single cue models
si_rn.df <-  read_parquet(here("code_repository/data/si_rn.parquet")) ## reaction norms of single cue models
si_rug.df <- read_parquet(here("code_repository/data/si_rug.parquet")) ## data for rug plots
mc_all_fitness.df <- read_parquet(here("code_repository/data/mc_all_fitness.parquet")) ## fitness values for mc when all parameters are varying
mc_single_fitness.df <- read_parquet(here("code_repository/data/mc_single_fitness.parquet")) ## fitness values for mc when only one parameter is varying
dual_cue_f_lc.df <- read.csv(here("code_repository/data/dual_cue_fitness_local.csv")) ## optimized dual cue strategy using L-BFGS-B
dual_cue_f_glb.df <- read.csv(here("code_repository/data/dual_cue_fitness_global.csv")) ## optimized dual cue strategy using DEoptim + L-BFG
dual_cue_f_final.df <- read.csv(here("code_repository/data/dual_cue_fitness_final.csv")) ## final dataframe containing strategy that produced highest fitness (dual cue models)
dual_selected_cr.df <- read_parquet(here("code_repository/data/dual_selected_cr.parquet")) ## cr dynamics of selected models
cue_range_si_alt.df <- read.csv(here("code_repository/data/cue_range_si_alt.csv")) ## cue ranges for dual cue models
dual_cue_dyn.df <- read_parquet(here("code_repository/data/dual_cue_dyn.parquet")) ## dynamics of dual cue models
exp_ss.df <- read.csv(here("code_repository/data/experimental_data.csv")) ## cleaned experimental records of P. chabaudi infection
posterior.df <- read.csv(here("code_repository/data/posterior.csv")) ## posterior distribution of different parameter values
si_dyn_30.df <- read_parquet(here("code_repository/data/si_dyn_30.parquet")) ## single cue dynamics data (30 days)
dual_cue_dyn_30.df <- read_parquet(here("code_repository/data/dual_cue_dyn_30.parquet")) ## dual cue dynamics (30 days)
mc_single_dyn_cr_join.df_pr <- read_parquet(here("code_repository/data/mc_sinle_dyn_cr_join.parquet")) ## mc dynamics (single parameter variation) with only cr along with determinstic model cr
mc_single_dyn_cr.sumre <- read.csv(here("code_repository/data/mc_single_dyn_cr_sum.csv")) ## mc dynamics (single parameter) cr summary

## validation data (comparing fitness to random spline)
validation.ls <- list.files(here("code_repository/data/si_validation/"), full.names = T)
validation.df <- do.call(rbind, lapply(validation.ls, read.csv))

# import in code
source(here("code_repository/functions/chabaudi_si_clean.R"))
source(here("code_repository/functions/par_to_df.R"))
source(here("code_repository/functions/chabaudi_si_clean_high.R"))
source(here("code_repository/functions/par_to_hm.R"))
source(here("code_repository/functions/par_to_hm_te.R"))
source(here("code_repository/functions/chabaudi_si_static.R"))

# color codes
orange <- "#fc8d59"
blue <- "#4575b4"
```

#=================================#
# Cue perception mediates fitness
#=================================#
#------------ A. conversion rate dynamics and fitness values ------------#
## function for dynamics generation
```{r}
# function for getting single cue infection dynamics
get_si_dyn <- function(df){
  ## processing model input
  par <- c(df$var1, df$var2, df$var3, df$var4) ## parameters
  cue <- df$cue ## cue choice
  log <- ifelse(df$log=="log", "log10", "none") ## log or not
  cue_range <- seq(df$low, df$high, by = df$by) ## cue range
  id <- df$id ## id
  
  ## get dynamics data
  dyn <- chabaudi_si_clean(
            parameters_cr = par, 
            parameters = parameters_tsukushi, 
            time_range = seq(0, 20, 0.001), 
            cue = cue, 
            cue_range = cue_range, 
            log_cue = log,
            immunity = "tsukushi",
            solver = "vode",
            dyn = TRUE)
  
  # append id
  dyn2 <- cbind(dyn, id = rep(id, nrow(dyn)))
  
  # return results
 return(dyn2)
}
```

## run function to generate data
```{r}
## split si_opt into list
si_opt.ls <- split(si_opt.df, seq(nrow(si_opt.df)))

## get dynamics
si_dyn <- mclapply(si_opt.ls, get_si_dyn, mc.cores = 8)

## combine the dynamics file
si_dyn.df <- do.call(rbind, si_dyn)

## save
# write_parquet(si_dyn.df, here("code_repository/data/si_dyn.parquet"))
```

## get 30 day simulation data (not used for fitness but for plotting purposes)
```{r}
## get dynamics
si_opt.ls2 <- split(si_opt.df %>% filter(cue != "t"), seq(nrow(si_opt.df%>% filter(cue != "t"))))
si_dyn_30 <- mclapply(si_opt.ls2, get_si_dyn, mc.cores = 8)

## combine the dynamics file
si_dyn_30.df <- do.call(rbind, si_dyn_30)
si_dyn_30.df %>% group_by(id) %>% summarise(max_time = max(time))

## save
write_parquet(si_dyn_30.df, here("code_repository/data/si_dyn_30.parquet"))
```

## process data to isolate conversion rate and pair them with fitness
```{r}
## keep only conversion rate from dynamics
si_dyn_cr.df <- si_dyn.df %>% filter(variable == "cr")

## left join with fitness values
si_dyn_cr_fitness.df <- si_dyn_cr.df %>% 
  left_join(si_opt.df, by = "id") 

## normalize fitness by dividing all values by the fitness values we get when cue = time
si_opt.df <- si_opt.df %>% 
  mutate(fitness_norm = fitness_20 / si_opt.df[si_opt.df$cue == "t",]$fitness_20)
```

## plot
```{r}
## fitness values ranked from high to low
fitness_rank.plt <- ggplot(si_opt.df, aes(x = fitness_norm, y = fct_reorder(long_label, fitness_20))) +
  geom_bar(stat = "identity", fill = "black") +
  labs(x = "Normalized fitness", y = "Cue") +
  theme_classic() +
  theme(plot.margin = margin(5.5, 0, 5.5, 5.5, "pt"))

## conversion rate dynamic ranked in the same order
fitness_cr.plt <- ggplot(si_dyn_cr_fitness.df, aes(x = time, y = fct_reorder(long_label, fitness_20), fill = value)) +
  geom_raster() +
  scale_fill_viridis_c() +
  labs(fill = "Transmission\ninvestment", x = "Time (days)") +
  xlim(1, 20) + # note that cr at day 0->1 is always 0 due to how the model is set up!
  theme_classic() +
  theme(axis.title.y=element_blank(),
        axis.text.y=element_blank(),  #remove y axis labels
        axis.ticks.y=element_blank()  #remove y axis ticks
        )

## plot together
fitness_rank_cr.plt <- ggarrange(fitness_rank.plt, fitness_cr.plt, widths = c(1.2, 1), align = "h", common.legend = T,
                                 legend = "bottom")
```

#------------ B. Reaction norms ------------#
## function to obtain the cue values sensed by parasites from dynamics datas
```{r}
get_rug <- function(df){
  ## process cue
  cue <- unique(df$cue)
  
  ## if cue contains "+", we need to first split them up and add them into the final dataframe
   if(stringr::str_detect(cue, "\\+")){
    cue_split <- stringr::str_split(string = cue, pattern = "\\+", simplify = T)
    ## get the two cues 
    cue_temp_1 <- cue_split[[1]]
    cue_temp_2 <- cue_split[[2]]
    ## filter dyn
    rug <- df %>% 
      filter(variable == cue_temp_1 | variable == cue_temp_2) %>% 
      dplyr::group_by(time) %>% 
      dplyr::mutate(sum = sum(value, na.rm = T)) %>% 
      select(time, value = sum, id)
  }
  
  # for cue with no addition, it is simply filtering for the values and returning it
  if(stringr::str_detect(cue, "\\+", negate = T)){
    rug <- df %>% 
      dplyr::filter(variable == cue) %>% 
      dplyr::select(time, value, id)}
  
  return(rug)
}
```

## run function to obtain cue values
```{r}
# join dynamics data with cue information
si_dyn_cue.df <- left_join(si_dyn.df, si_opt.df, by = "id")

# split based on individual labels
si_dyn_cue.ls <- si_dyn_cue.df %>% group_split(id)

# run function to get rug
si_rug <- mclapply(si_dyn_cue.ls, get_rug, mc.cores = 6)

# combine and save
si_rug.df <- do.call(rbind, si_rug)
write_parquet(si_rug.df, here("code_repository/data/si_rug.parquet"))
```

## function to obtain reaction norm
```{r}
get_si_rn <- function(df){
  ## read in the parameter sets
  par <- c(df$var1, df$var2, df$var3, df$var4)
  ## get cue range
  cue_range <- seq(df$low, df$high, by = df$by)
  ## nested function to convert parameter set into basis spline function
  rn <- par_to_df(par = par, cue_range = cue_range)
  
  # if parasite is sensing logged cue, we have to exponentiate it back so they are on the same scale! 
  rn2 <- rn
  if(stringr::str_detect(df$log, "log")){rn2$cue_range <- 10^(rn2$cue_range)}

  # append label to reaction norm, dyn, and rug
  rn2 <- data.frame(rn2, id = df$id)
  
  return(rn2)
}
```

## run function to get reaction norms
```{r}
# split dataframe of optimized rcues
si_opt.ls <- split(si_opt.df, seq(nrow(si_opt.df)))

# run function
si_rn <- lapply(si_opt.ls, get_si_rn)

# bind together
si_rn.df <- do.call(rbind, si_rn)
write_parquet(si_rn.df, here("code_repository/data/si_rn.parquet"))
```

## preparing the dataset for plotting reaction norms and rugs
```{r}
## we are only plotting relevent ranges of the reaction norm, meaning that these are the cue values actually "sensed" by the parasites in an infection. We can use the rug dataframe to get a rough estimate of that
si_rug_lim.df <- si_rug.df %>% 
  group_by(id)%>% 
  summarise(min_temp = min(value, na.rm = T)*0.9,
         max_temp = max(value, na.rm = T)*1.1) %>% ## calculate min and max for each cue
  left_join(si_opt.df, by = "id") %>% ## join with si_opt so we can get the cmmon cue
  ungroup() %>% 
  group_by(cue) %>% 
  summarise(min = min(min_temp), max = max(max_temp)) 

## process reaction norm data to restrict range and get label
si_rn.df_p <- si_rn.df %>% 
  left_join(select(si_opt.df, id, cue, log), by = "id") %>% ## get cue and log status from si_opt.df
  left_join(si_rug_lim.df, by = "cue") %>% ## via cue, get ranges we want to limit the rn to
  filter(cue_range <= max & cue_range >= min) %>% ## keep only cue values within range
  left_join(select(ez_label, id, cue_label), by = "id") # get labels


## refactor to reorder the order at which the cues are presented
si_rn.df_p$cue_label <- factor(si_rn.df_p$cue_label, 
                              levels = c("Asexual iRBC", "Sexual iRBC", "Total iRBC", "Gametocyte", "RBC"))

## split rug labels by none logged and logged
si_rug_cue.df <- si_rug.df %>% 
  distinct(id, value) %>% ## cut down on number of datapoints. For each id, keep only distinct points
  left_join(select(si_opt.df, id, cue, log), by = "id") %>% ## get cue and log status from si_opt.df
  left_join(select(ez_label, id, cue_label), by = "id") ## get cue label for plotting

## refactor rug
si_rug_cue.df$cue_label <- factor(si_rug_cue.df$cue_label, 
                              levels = c("Asexual iRBC", "Sexual iRBC", "Total iRBC", "Gametocyte", "RBC"))

### split
si_rug_cue.df_none <- si_rug_cue.df %>% filter(log == "none")
si_rug_cue.df_log <- si_rug_cue.df %>% filter(log == "log")
```

## plot reaction norms and associated rug plots
```{r}
## note that geom_point contains a set of scripts aimed at thinning the data points so they do not overcrowd!
fitness_rn.plt <- ggplot() +
  geom_line(data = si_rn.df_p, aes(x = cue_range, y = cr, color = log)) +
  geom_point(data = si_rn.df_p %>% 
  mutate(rel_cue = round(cue_range/(max-min)*100)) %>% 
    distinct(id, rel_cue, .keep_all = T) %>% 
    filter(rel_cue %% 10 ==1),
             aes(x = cue_range, y = cr, color = log, shape = log), size = 2) +
   geom_rug(data = si_rug_cue.df_none, aes(x = value), color = "black", sides = "t", length = unit(0.1, "npc")) +
  geom_rug(data = si_rug_cue.df_log, aes(x = value), color = "#D41159", sides = "b", length = unit(0.1, "npc")) +
  facet_wrap(~cue_label, scales = "free_x", ncol = 1) +
  labs(x = "Cue range", y = "Transmission investment", color = "Cue status", shape = "Cue status") +
  ylim(0, 1) +
  scale_color_manual(values=c("#D41159", "black")) +
  scale_x_continuous(labels = function(x) format(x, scientific = T),
                     guide = guide_axis(check.overlap = TRUE)) + 
  theme_bw() +
  theme(axis.text.x = element_text(size = 8), legend.position = "bottom",
        
        panel.grid.major = element_blank(),
        panel.grid.minor = element_blank())
```

#------------ Plotting fitness, dynamics, and rn together ------------#
```{r}
ggarrange(fitness_rank_cr.plt, fitness_rn.plt, widths = c(2.7, 1), align = "h", ncol = 2, labels = c("A", "B"))
ggsave(units = "px", dpi = 300, width = 2250, height = 1500, filename = here("code_repository/figures/fitness_rn.tiff"), bg = "white", scale = 1.25)
```

#=================================#
# Dual cue fitness main figure
#=================================#
#------------Relative ranking of dual cue vs single cue fitness-----------#
## Prepare dual cue dataset
```{r}
## For the dual cue models, we optimized each cue combinations in 2 ways, one with L-BFGS-B with 0.5X9 starting point and another with DEoptim + L-FGBS-B. For each cue combination, we are going to pick the strategy that gave us the higher fitness
dual_cue_f_final.df <- dual_cue_f_glb.df %>% 
  select(id, id_b, label, label_b, fitness_glb = fitness, 
         par1_glb = par1, par2_glb = par2, par3_glb = par3, par4_glb = par4, par5_glb = par5, par6_glb = par6,
         par7_glb = par7, par8_glb = par8, par9_glb = par9) %>% 
  left_join(
    select(dual_cue_f_lc.df,
         id, id_b, fitness_lc = fitness, 
         par1_lc = par1, par2_lc = par2, par3_lc = par3, par4_lc = par4, par5_lc = par5, par6_lc = par6,
         par7_lc = par7, par8_lc = par8, par9_lc = par9), by = c("id", "id_b")
  ) %>% ## rename columns and join global and local optimization fitness dataframes
  mutate(
    fitness = ifelse(fitness_glb > fitness_lc, fitness_glb, fitness_lc),
    par1 = ifelse(fitness_glb > fitness_lc, par1_glb, par1_lc),
    par2 = ifelse(fitness_glb > fitness_lc, par2_glb, par2_lc),
    par3 = ifelse(fitness_glb > fitness_lc, par3_glb, par3_lc),
    par4 = ifelse(fitness_glb > fitness_lc, par4_glb, par4_lc),
    par5 = ifelse(fitness_glb > fitness_lc, par5_glb, par5_lc),
    par6 = ifelse(fitness_glb > fitness_lc, par6_glb, par6_lc),
    par7 = ifelse(fitness_glb > fitness_lc, par7_glb, par7_lc),
    par8 = ifelse(fitness_glb > fitness_lc, par8_glb, par8_lc),
    par9 = ifelse(fitness_glb > fitness_lc, par9_glb, par9_lc)
  ) ## the columns are assigned based on which strategy produced the highest fitness

## write csv
write.csv(dual_cue_f_final.df, here("code_repository/data/dual_cue_fitness_final.csv"))
```

## Combine single cue and dual cue dataset
```{r}
dual_cue_f_final.df <- read.csv(here("code_repository/data/dual_cue_fitness_final.csv"))

dual_si_fitness.df <- dual_cue_f_final.df %>% 
  select(id, id_b, label, label_b, fitness_dual = fitness) %>% 
  left_join(select(si_opt.df, id, fitness_si = fitness_20), by = "id") %>% ## get fitness of single cue model based on first cue
  left_join(select(si_opt.df, id_b = id, fitness_si_b = fitness_20), by = "id_b") %>%  ## get fitness of single cue model based on second cue
  mutate(fitness_si_final = ifelse(fitness_si > fitness_si_b, fitness_si, fitness_si_b)/9.883602,
         label_comb = gsub("I\\+Ig", "Total I", paste(label, "&", label_b)), ## select the highest single cue model fitness
         fitness_dual_norm = fitness_dual/9.883602)## normalize by time fitness
```

## plot fitness rank
```{r}
dual_fitness.pl <- ggplot(dual_si_fitness.df) +
  geom_segment(aes(y = fct_reorder(label_comb, fitness_dual_norm), yend = fct_reorder(label_comb, fitness_dual), x = fitness_dual_norm, xend = fitness_si_final)) + ## line segment connecting the cue values
  geom_point(aes(y = fct_reorder(label_comb, fitness_dual), x = fitness_dual_norm, color = "Dual cue", shape = "Dual cue"),
             size = 2.5) + ## dual cue fitness
  geom_point(aes(y = fct_reorder(label_comb, fitness_dual_norm), x = fitness_si_final, color = "Best single cue", shape = "Best single cue"), size = 2.5) + ## best single cue fitness
  scale_color_manual(values=c("#fc8d59", "#4575b4")) +
  labs(x = "Normalized fitness", y = "Dual cue combinations", colour = "Legend", shape = "Legend") +
  theme_classic() +
  theme(legend.position = "top")
```

#------------Time series conversion rate of dual cue models-----------#
Note that our dual cue models take 9 parameters. To ensure that any difference  between dual and single cue models is due to the inclusion of additional cues and NOT higher spline flexibility,we performed L-BFGS-B (local) optimization of single cue models with df = 9 to control for the spline flexibility. 

## dynamics simulation of high parameter cues 
```{r}
## best dual cue model: I log and R log
Rlog_Ilog.cr <- chabaudi_si_clean(
  parameters_cr = c(4.446192033,	10.97518275,	1.38762817,	23.3059254,	-3.452052371,	-18.0070692,	39.66614226,	-3.545193141,	18.78350799),
  immunity = "tsukushi",
  parameters = parameters_tsukushi,
  time_range = seq(0, 20, by = 1e-3),
  cue_range =  seq(6, 7, by = 1/500),
  cue_range_b = seq(0, log10(6*(10^6)), by = (log10(6*(10^6)))/500),
  cue = "R",
  cue_b = "I",
  log_cue = "log10",
  log_cue_b = "log10",
  solver = "vode",
  dyn = T
)

## when time is used as a cue (9 parameters). chabaudi_si_clean_high is simply a variation of chabaudi_si_clean that makes a more flexible spline!
time_high.cr <- chabaudi_si_clean_high(
  parameters_cr = c(9.154314,  -7.570829, -22.506638 ,  3.382405 ,-13.453519 ,-17.011485  , 3.678181, -12.851895 ,-26.115158),
  immunity = "tsukushi",
  parameters = parameters_tsukushi,
  time_range = seq(0, 20, by = 1e-3),
  cue_range =  seq(0, 20, by = 1e-3),
  cue = "t",
  solver = "vode",
  dyn = T)

## when asexual iRBC is used as a cue (high flexibility)
I_high.cr <- chabaudi_si_clean_high(
  parameters_cr = c(1.296675,  3.544034 , 4.907484,  2.174249, -3.238309 ,-5.181614 ,-1.645072 , 1.834302 , 1.581011),
  immunity = "tsukushi",
  parameters = parameters_tsukushi,
  time_range = seq(0, 20, by = 1e-3),
  cue_range =  seq(0, log10(6*(10^6)), by = (log10(6*(10^6)))/5000),
  cue = "I",
  log_cue = "log10",
  solver = "vode",
  dyn = T)

## when RBC is used as cue (high flexibility)
R_high.cr <- chabaudi_si_clean_high(
  parameters_cr = c(5.0340348 ,  0.5846168 ,  0.3749648 ,  0.6842673  , 2.4748107 , 10.9036034 , 16.8246316, -24.8690971 ,1.8007238),
  immunity = "tsukushi",
  parameters = parameters_tsukushi,
  time_range = seq(0, 20, by = 1e-3),
  cue_range =  seq(log10(10^6), log10(10^7), by = (log10(10^7)-log10(10^6))/5000),
  cue = "R",
  log_cue = "log10",
  solver = "vode",
  dyn = T)

# process 
I_high.cr_p <- I_high.cr %>% filter(variable == "cr") %>% mutate(label_new = "I log (df=9)") %>% select(-variable)

R_high.cr_p <- R_high.cr %>% filter(variable == "cr") %>% mutate(label_new = "R log (df=9)") %>% select(-variable)

time_high.cr_p <- time_high.cr %>% filter(variable == "cr") %>% mutate(label_new = "Time (df=9)") %>% select(-variable)

Rlog_Ilog.cr_p <- Rlog_Ilog.cr %>% filter(variable == "cr") %>% mutate(label_new = "R log & I log\n(df=9)") %>% select(-variable)

## combine
dual_selected_cr.df <- rbind(I_high.cr_p, R_high.cr_p, time_high.cr_p, Rlog_Ilog.cr_p)
write_parquet(dual_selected_cr.df, here("code_repository/data/dual_selected_cr.parquet"))
```

## plot
```{r}
dual_selected_cr.df <- read_parquet(here("code_repository/data/dual_selected_cr.parquet"))

dual_selected_cr.pl <- ggplot() +
  geom_line(data = dual_selected_cr.df, aes(color = label_new, x = time, y = value), size = 1) +
  geom_point(data = dual_selected_cr.df %>% filter(time%%1 == 0), aes(color = label_new, x = time, y = value, shape = label_new), size = 3) +
  labs(x = "Time (days)", y = "Transmission investment", color = "Cue(s)", shape = "Cue(s)") +
  xlim(0, 20) +
  scale_color_manual(values = c(orange,"#E1BE6A",blue ,"black")) +
  theme_classic() +
  theme(legend.position="right",
        plot.margin = margin(t = 40, r = 0, b = 0, l = 0, unit = "pt")) +
  guides(color = guide_legend(nrow = 4, byrow = TRUE))
```

#-------- Reaction norm heatmap of R log10 + I log10 ------------#
# Process data
```{r}
# make heatmap data.frame
Rlog_Ilog.hm <- par_to_hm_te(par = c(4.446192033,	10.97518275,	1.38762817,	23.3059254,	-3.452052371,	-18.0070692,	39.66614226,	-3.545193141,	18.78350799),
             cue_range = seq(6,	7, length.out = 500),
             cue_range_b = seq(0,	6.77815125, length.out = 500))

# process dynamics
Rlog_Ilog.dyn <- Rlog_Ilog.cr %>% 
  tidyr::pivot_wider(names_from = variable, values_from = value) %>% 
  mutate(log_R = log10(R),
         log_I = log10(I))
```

# plot
```{r}
Rlog_Ilog_rn.pl <- ggplot() +
  geom_raster(data = Rlog_Ilog.hm, aes(x = cue_range_b, y = cue_range, fill = cr)) +
  scale_fill_viridis_c() +
  geom_path(data = Rlog_Ilog.dyn, aes(x = log_I, y = log_R), color = "white", arrow = arrow(angle = 30, length = unit(0.1, "inches"))) +
  geom_point(data = Rlog_Ilog.dyn %>% filter(row_number() %% 1000 == 1 & time <= 20), aes(x = log_I, y = log_R), color = "white") +
  xlim(0.99*min(hablar::s(Rlog_Ilog.dyn$log_I), na.rm = T), 1.01* max(hablar::s(Rlog_Ilog.dyn$log_I), na.rm = T)) +
  ylim(0.99*min(hablar::s(Rlog_Ilog.dyn$log_R), na.rm = T),1.01* max(hablar::s(Rlog_Ilog.dyn$log_R), na.rm = T)) +
  labs(y = "RBC log", x = "Asexual iRBC log", fill = "Transmission\ninvestment") +
  theme_classic() +
  theme(legend.position = "right")
```

#----------- Plot together ------------#
```{r}
# assemble panel B and C
dual_main.BC <- ggarrange(dual_selected_cr.pl, Rlog_Ilog_rn.pl, align = "v", ncol = 1, labels = c("B", "C"))

# assemble panel A
ggarrange(dual_fitness.pl, dual_main.BC, ncol = 2, labels = c("A", ""), widths = c(1.1,1))
ggsave(here("code_repository/figures/dual_main_intermediate.tiff"), units = "px", width = 2250, height = 1400, scale = 1.3, dpi=300,  bg = "white")
```

#=================================#
# Dual cue conversion rate supplementary figure (cr dynamics)
#=================================#
## Function to simulate dual cue dynamics
```{r}
dual_cue_dyn <- function(df){
  ## process cues
  cue <- df$cue
  cue_b <- df$cue_b
  
  ## process log
  log <- ifelse(str_detect(df$id, "log"), "log10", "none")
  log_b <- ifelse(str_detect(df$id_b, "log"), "log10", "none")
  
  # process cue_range. ensure that both cue ranges are of the same length
  cue_range <- seq(df$low, df$high, length.out = 500)
  cue_range_b <- seq(df$low_b, df$high_b, length.out = 500)
  
  # get parameter set
  par <- c(df$par1, df$par2, df$par3, df$par4, df$par5, df$par6, df$par7, df$par8, df$par9)
  
  # simulate dynamics
  dyn <- chabaudi_si_clean(
    parameters_cr = par,
    immunity = "tsukushi",
    parameters = parameters_tsukushi,
    time_range = seq(0, 20, 0.01),
    cue = cue,
    cue_b = cue_b,
    cue_range = cue_range,
    cue_range_b = cue_range_b,
    log_cue = log,
    log_cue_b = log_b,
    solver = "vode",
    gam = "te",
    dyn = T)
  
  # return 
  dyn2 <- cbind(id = df$id, id_b = df$id_b, 
                label = df$label, label_b = df$label_b,
                cue = cue, cue_b = cue_b, dyn)
  
  write_parquet(dyn2, here(paste0("code_repository/data/dual_cue_dyn/", df$id, "_", df$id_b, ".parquet")))
}
```

## Get dynamics of dual cue models
```{r}
## For the dual cue fitness dataframe, add the cue range for each individual cue
dual_cue_f_final.df_p <- dual_cue_f_final.df %>% 
  left_join(select(cue_range_si_alt.df, id, cue, low, high), by = "id") %>% 
  left_join(select(cue_range_si_alt.df, id_b = id, cue_b = cue, low_b = low, high_b = high), by = "id_b")

## Split dataframes
dual_cue_f_final.ls <- split(dual_cue_f_final.df_p, seq(nrow(dual_cue_f_final.df_p)))

## Run function
mclapply(dual_cue_f_final.ls, dual_cue_dyn, mc.cores = 6)

## Concat all files
dual_cue_dyn.ls <- list.files(path = here("code_repository/data/dual_cue_dyn"), pattern = "*.parquet", full.names = T)
dual_cue_dyn.df <- do.call(rbind, lapply(dual_cue_dyn.ls, read_parquet))
write_parquet(dual_cue_dyn.df, here("code_repository/data/dual_cue_dyn.parquet"))
```

## get 30 days dynamic (for plotting purposes)
```{r}
## Run function
mclapply(dual_cue_f_final.ls, dual_cue_dyn, mc.cores = 6)

## Concat all files
dual_cue_dyn_30.ls <- list.files(path = here("code_repository/data/dual_cue_dyn_30"), pattern = "*.parquet", full.names = T)
dual_cue_dyn_30.df <- do.call(rbind, lapply(dual_cue_dyn_30.ls, read_parquet))
write_parquet(dual_cue_dyn_30.df, here("code_repository/data/dual_cue_dyn_30.parquet"))
```

## Preparing dataset for plotting
```{r}
## filter out only conversion rate and attach fitness values
dual_cue_cr.df <- dual_cue_dyn.df %>% 
  filter(variable == "cr") %>% 
  left_join(select(dual_cue_f_final.df, id, id_b, fitness), by = c("id", "id_b")) %>% 
  mutate(label_comb = gsub("I\\+Ig", "Total I", paste(label, "&", label_b)))

## Sanity check that the dynamics produced the same fitness as the optimized values. Yes!
dual_cue_dyn.df %>% 
  filter(variable == "tau_cum") %>% 
  filter(time == 20) %>% 
  distinct(id, id_b, value) %>% 
  left_join(select(dual_cue_f_final.df, id, id_b, fitness), by = c("id", "id_b")) %>% 
  mutate(diff = value-fitness)
```

## Plot
```{r}
ggplot(data = dual_cue_cr.df, aes(x = time, y = fct_reorder(label_comb, fitness), fill = value)) +
  geom_raster() +
  scale_fill_viridis_c() +
  xlim(1, 20) +
  labs(x = "Time (days)", y = "Dual cue combination", fill = "Transmission\ninvestment") +
  theme_classic()

ggsave(here("code_repository/figures/dual_cue_cr.tiff"), units = "px", width = 2000, height = 1500, dpi=300,  bg = "white")
```

#=================================#
# Cumulative transmission plot of dual and single cue models
#=================================#
# get cumulative tau
```{r}
# filter and add names
I_high.taucum <- I_high.cr %>% filter(variable == "tau_cum") %>% mutate(label_new = "I log (df=9)") %>% select(-variable)

R_high.taucum <- R_high.cr %>% filter(variable == "tau_cum") %>% mutate(label_new = "R log (df=9)") %>% select(-variable)

time_high.taucum <- time_high.cr %>% filter(variable == "tau_cum") %>% mutate(label_new = "Time (df=9)") %>% select(-variable)

Rlog_Ilog.taucum <- Rlog_Ilog.cr %>% filter(variable == "tau_cum") %>% mutate(label_new = "R log & I log\n(df=9)") %>% select(-variable)


# bind together
dual_selected_taucum.df <- rbind(I_high.taucum, R_high.taucum, time_high.taucum, Rlog_Ilog.taucum)

# write
write_parquet(dual_selected_taucum.df, here("code_repository/data/dual_selected_taucum.parquet"))
```

# plot
```{r}
# read in data
dual_selected_taucum.df <- read_parquet(here("code_repository/data/dual_selected_taucum.parquet"))

# plot cumultative transmission plot
ggplot() +
  geom_line(data = dual_selected_taucum.df, aes(color = label_new, x = time, y = value), size = 1) +
  geom_point(data = dual_selected_taucum.df %>% filter(time%%1 == 0), aes(color = label_new, x = time, y = value, shape = label_new), size = 3) +
  labs(x = "Time (days)", y = "Cumulative transmission potential", color = "Cue(s)", shape = "Cue(s)") +
  xlim(0, 20) +
  scale_color_manual(values = c(orange,"#E1BE6A",blue ,"black")) +
  theme_classic() +
  theme(legend.position="right") +
  guides(color = guide_legend(nrow = 4, byrow = TRUE))

ggsave(here("code_repository/figures/dual_taucum.tiff"), units = "px", width = 1600, height = 1000, dpi=300,  bg = "white", scale = 1.2)

```


#=================================#
# Experimental disease maps of P. chabaudi
#=================================#
## Import in data
```{r}
# import in https://academic.oup.com/emph/article/2018/1/127/5045871?login=true
## (2018 published in EMPH)
emph_2018 <- readxl::read_xls(here("code_repository/experimental_data/Huijben_2018_EMPH.xls"), sheet = 1)

# import in https://onlinelibrary.wiley.com/doi/10.1111/j.1558-5646.2010.01068.x
## (2010 published in Evolution)
evo_2010 <- readxl::read_xls(here("code_repository/experimental_data/Huijben_2010_evolution.xls"), sheet = 1)

# import in https://journals.plos.org/plospathogens/article?id=10.1371/journal.ppat.1003578#:~:text=The%20philosophy%20is%20that%20aggressive,longer%20feel%20sick%20%5B13%5D.
## (2013 in PLoS pathogen)
plos_2013_1 <- readxl::read_xlsx(here("code_repository/experimental_data/Huijben_2013_PLoS.xlsx"), sheet = 2)

plos_2013_2 <- readxl::read_xlsx(here("code_repository/experimental_data/Huijben_2013_PLoS.xlsx"), sheet = 3)

# import in https://onlinelibrary.wiley.com/doi/10.1111/j.1420-9101.2011.02369.x
## (2011 in Journal of Evolutionary Biology)
eseb_2011 <- readxl::read_xls(here("code_repository/experimental_data/Huijben_2011_eseb.xls"), sheet = 1)

# import in https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3939351/
## (2011 in Journal of American naturalist). Note private dataset so not provided in the supplementary!
amna_2011 <- readxl::read_xls(here("experimental_data/Pollitt_2011_naturalist.xls"), sheet = 1)
```

## Clean data 
```{r}
## for EMPH 2018 study, include only infection series without drugs were R-inoculum is administered by itself, which includes 6, 7, 8, 9, 10. Box 6 has a starting inoculum number of 10^6, which is most similar to other studies. Filtering between day 3-21 because those are the days where we have single day data.
emph_2018_ss.df <- emph_2018 %>% 
  filter(Box %in% seq(6, 10) &
         dplyr::between(Day, 3, 21)) %>% 
  mutate(dose = case_when(
    Box == 6 ~ 10^6,
    Box == 7 ~ 10^5,
    Box == 8 ~ 10^3,
    Box == 9 | Box == 10 ~ 10^1
  )) %>% 
  mutate(strain = "As6p",
         study = "emph2018",
         study_strain = paste0(strain, study),
         id = paste0(study, strain, Box, Mouse, 1),
         RBC = RBC * (10^6)) %>%
  select(day = Day,
         mouse = Mouse, 
         RBC, 
         asex = Rasex,
         gam = Rgam,
         dose,
         strain,
         study,
         study_strain,
         id)

## for 2011 eseb, only day 3-17 data are analyzed because those are the days where gametocyte data are available
eseb_2011_ss.df <- eseb_2011 %>% 
  filter(Clones == "R" & between(Day, 3, 17) &
           Drugs == "N") %>% 
  mutate(dose = 10^6,
         strain = "As8p",
         study = "eseb2011",
         study_strain = paste0(strain, study),
         RBC = RBC*(10^6),
         id = paste0(study, strain, Box, Mouse, 2)) %>% 
  select(day = Day,
         mouse = Mouse,
         RBC,
         asex = R.asex,
         gam = R.gam,
         dose,
         strain,
         study,
         study_strain,
         id)

## for evolution_2010, single infection data for both resistant and susceptible clones are available without drug treatment
evolution_2010_ss.df <- evo_2010 %>% 
  filter(Clone == "R" | Clone == "S") %>%
  filter(between(Day, 3, 21) &
           Drugs == "nodrugs") %>% 
  mutate(asex = R.asex + S.asex,
         gam = R.gam + S.gam,
         dose = 10^6,
         RBC = RBC*(10^6),
         study = "evol2011",
         strain = ifelse(Clone == "R", "As12", "AJ51"),
         study_strain = paste0(strain, "_", study),
         id = paste0(study, strain, Box, Mouse, 3)) %>% 
  select(day = Day,
         mouse = Mouse,
         RBC,
         asex,
         gam,
         dose,
         strain,
         study,
         study_strain,
         id)

## for amnat 2011, get single infection data. Filter out any mice that have missing data. Set negative asexuasl data ot 0
amna_2011_ss.df <-  amna_2011 %>% 
  filter(treat %in% c("AJ", "AS", "ER", "CR", "CW", "DK")) %>% 
  mutate(asex = tot.para - tot.gcyte,
         gam = tot.gcyte,
         dose = 10^6,
         study = "amna_2011",
         RBC = rbc/(10^6),
         study_strain = paste0(treat, "_", study),
         id = paste0(study, treat, div, mouse, 4)) %>% 
  mutate(asex = ifelse(asex < 0, 0, asex)) # sometimes total parasite is less than gametocyte so need to correct for this

### check for NA by groups
amna_na.id <- amna_2011_ss.df %>% 
  filter_at(vars(asex, gam, RBC), all_vars(is.na(.))) %>% 
  distinct(id) %>% 
  select(id)

amna_2011_ss.df2 <- amna_2011_ss.df %>% 
  filter(!(id %in% amna_na.id$id)) %>% 
  select(day,
         mouse,
         RBC,
         asex,
         gam,
         dose,
         strain = treat,
         study,
         study_strain,
         id)

## rbind
exp_ss.df <- rbind(emph_2018_ss.df, eseb_2011_ss.df, evolution_2010_ss.df, amna_2011_ss.df2)

## write
write.csv(exp_ss.df, here("code_repository/data/experimental_data.csv"))
```

## Prepare dataset for plotting
```{r}
names(exp_ss.df) <- c("X", "Day", "Mouse", "RBC", "iRBC", "Gametocyte", "Dose", "Strain", "Study", "Study_strain", "id")

## prepare a list of variable combinations we want to plot
exp_var.comb <- tidyr::expand_grid(x = c("RBC", "iRBC", "Gametocyte"),
                   y = c("RBC", "iRBC", "Gametocyte")) %>% ## get all pairwise combinations of variables
  filter(x != y) %>% ## remove incidences where the 2 variables are the same
  mutate(tmp = paste0(pmin(x, y), pmax(x, y))) %>% ## eliminate same variable but different order
  slice_head(n = 1, by = tmp) %>% 
  select(-tmp) 
```

## List-wise plotting
```{r}
## x and y axis are not logged!
exp_xy.pl_ls <- map2(exp_var.comb$x, exp_var.comb$y, ~ {
  x_col <- .x
  y_col <- .y
  
  ggplot(exp_ss.df, aes_string(x = x_col, y = y_col)) +
        geom_path(aes(colour = Day, group = id), arrow = arrow(type = "closed", angle = 10, length = unit(0, "inches"))) +
        theme_classic() + 
        scale_color_viridis_c(option = "A", limits = c(3, 21)) +
        labs(color = "Days post-infection")  +
        scale_y_continuous(labels = function(x) format(x, scientific = TRUE)) +
        scale_x_continuous(labels = label_scientific(digits = 1))
}
)

## x-axis is logged
exp_xlogy.pl_ls <- map2(exp_var.comb$x, exp_var.comb$y, ~ {
  x_col <- .x
  y_col <- .y
  
  ggplot(exp_ss.df, aes_string(x = sprintf("log10(%s)", x_col), y = y_col)) +
        geom_path(aes(colour = Day, group = id), arrow = arrow(type = "closed", angle = 10, length = unit(0, "inches"))) +
        theme_classic() + 
        scale_color_viridis_c(option = "A", limits = c(3, 21)) +
        labs(color = "Days post-infection", x = paste(x_col, "log"))  +
        scale_y_continuous(labels = function(x) format(x, scientific = TRUE))
}
)

## y-axis logged
exp_xylog.pl_ls <- map2(exp_var.comb$x, exp_var.comb$y, ~ {
  x_col <- .x
  y_col <- .y
  
  ggplot(exp_ss.df, aes_string(x = x_col, y = sprintf("log10(%s)", y_col))) +
        geom_path(aes(colour = Day, group = id), arrow = arrow(type = "closed", angle = 10, length = unit(0, "inches"))) +
        theme_classic() + 
        scale_color_viridis_c(option = "A", limits = c(3, 21)) +
        labs(color = "Days post-infection", y = paste(y_col, "log"))   +
        scale_x_continuous(labels = label_scientific(digits = 1))
}
)

## both x and y axis is logged
exp_xlogylog.pl_ls <- map2(exp_var.comb$x, exp_var.comb$y, ~ {
  x_col <- .x
  y_col <- .y
  
  ggplot(exp_ss.df, aes_string(x = sprintf("log10(%s)", x_col), y = sprintf("log10(%s)", y_col))) +
        geom_path(aes(colour = Day, group = id), arrow = arrow(type = "closed", angle = 10, length = unit(0, "inches"))) +
        theme_classic() + 
        scale_color_viridis_c(option = "A", limits = c(3, 21)) +
        labs(color = "Days post-infection", x = paste(x_col, "log"), y = paste(y_col, "log")) 
}
)

## plot together
ggarrange(plotlist = c(exp_xy.pl_ls, exp_xlogy.pl_ls, exp_xylog.pl_ls, exp_xlogylog.pl_ls), 
          common.legend = T, align = "hv")
ggsave(here("code_repository/figures/exp_disease-curve.tiff"), units = "px", width = 2250, height = 1500, scale = 1.4, dpi=300,  bg = "white")
```

#=================================#
# Simulated disease curve graph
#=================================#
## Function to obtain dynamics data based on the dual cue input
```{r}
get_dual_rn <- function(df){
  ## assign the two cues
  cue <- unique(df$cue)
  cue_b <- unique(df$cue_b)
  
  ## assign log status
  log <- ifelse(str_detect(unique(df$id), "log"), "log", "none")
  log_b <- ifelse(str_detect(unique(df$id_b), "log"), "log", "none")
  
  ## assign which cues are going to be logged
  if(log == "log" & log_b == "none"){logged_cue <- cue}
  if(log == "none" & log_b == "log"){logged_cue <- cue_b}
  if(log == "log" & log_b == "log"){logged_cue <- c(cue, cue_b)}
  if(log == "none" & log_b == "none"){logged_cue <- c()}

  ## keep variables that corresponds to the cue used
  ### for dataframes that does not involve combined variables such as I+Ig
  if(isTRUE(str_detect(cue, "\\+", negate = T)) & isTRUE(str_detect(cue_b, "\\+", negate = T))){
    df_f <- df %>% 
      filter(variable %in% c(cue, cue_b, "cr")) %>% 
      mutate(value = case_when(
        variable %in% logged_cue ~ log10(value),
        TRUE ~ value
      )) %>% ## log transform values only when they match with the logged cue list
      filter(value >= 0) ## filter out values <0, these happen due to stiffness of models but are not relevant
         
  } else{
    ### assign both cues to a list
    cue_ls <- c(cue, cue_b)
    ### pick the cue that has the "+" sign
    combined_cue <- cue_ls[grepl("\\+", cue_ls)]
    non_combined_cue <- cue_ls[!grepl("\\+", cue_ls)] ### this is the none combined cue
    ### unlist the cues
    cue_unlist <- unlist(str_split(combined_cue, "\\+"))
    
    ### get filtered dataset containing only non-combine cue
    df_f1 <- df %>% 
      filter(variable %in% c(non_combined_cue, "cr"))
    
    ### get filtered dataset containing combined cue. These will be summed up and bound back to the previous
    df_f2 <- df %>% 
      filter(variable %in% cue_unlist) %>% ## keep only variables that we will combine
      group_by(time) %>% ## for each time point, group the variables
      mutate(value = sum(value, na.rm = T),
             variable = combined_cue) %>% ## recalculate the value as sum of the values and reassign variable!
      distinct(time, .keep_all = T) ## note that because we are mutating we must dedeuplicate the records
    
    #### combine the two and log transform if necessary
    df_f <- rbind(df_f1, df_f2) %>% 
      mutate(value = ifelse(variable %in% logged_cue, log10(value), value)) %>% ## log transform values only when they match with the logged cue list
      filter(value >= 0) 
  }
  
  ## Convert dataframes wider such that the different variables have their own columns
  df_fp <- df_f %>% 
    mutate(variable_id = ifelse(variable == cue, paste0(variable, "_", log), paste0(variable, "_", log_b))) %>%  ### assign a unique variable id that could later be used to assign labels
    left_join(select(ez_label, id, long_label), by = c("variable_id" = "id")) %>% 
    mutate(long_label = ifelse(variable == "cr", "cr", long_label)) %>% ## manually add cr
    mutate(long_label = gsub(" ", "_", long_label)) %>%  ## convert spaces to _ for plotting
    pivot_wider(names_from = long_label, values_from = value, id_cols = c(time, id, id_b)) %>% 
    filter(time >= 1) %>% ## filter out day 0->1 because all cr = 0 before that
    arrange(time) ## this is needed to prevent geom_path from joining the first and last data point
  
  ## assign NAs (meaning no stuff is produced yet to 0)
  df_fp[is.na(df_fp)] <- 0

  return(df_fp)
}
```

## Run function to get a curated dataset containing only relevant 
```{r}
## split dual dynamics dataframe into list grouped by the dual cues
dual_cue_dyn.ls <- dual_cue_dyn.df %>% group_split(id, id_b)

## run function across list
dual_cue_rn.ls <- mclapply(dual_cue_dyn.ls, get_dual_rn, mc.cores = 6)

## sanity checks that we are actually summing iRBCs. Rings out
max(dual_cue_rn.ls[[2]]$Total_iRBC)
max(dual_cue_rn.ls[[4]]$Asexual_iRBC)
max(dual_cue_rn.ls[[6]]$Sexual_iRBC)

max(dual_cue_rn.ls[[10]]$Total_iRBC)
max(dual_cue_rn.ls[[12]]$Asexual_iRBC)
max(dual_cue_rn.ls[[14]]$Sexual_iRBC)
```

## plot
```{r}
## list apply all dataframes
cue_cue_rn_pl.ls <- lapply(dual_cue_rn.ls,
       function(x){
          ## get names of columns used in the x and y axis
         axis_cols <- setdiff(names(x), c("time", "id", "id_b", "cr"))
         
         ## ggplot
         ggplot() +
           geom_path(data = x, aes_string(x = axis_cols[[1]], y = axis_cols[[2]], color = "cr"),
                     arrow = arrow(length = unit(c(rep(0, nrow(x) - 2), 0.25), "inches")),
                     size = 1.5) +
           geom_point(data = x %>% filter(time %% 1 == 0), 
                      aes_string(x = axis_cols[[1]], y = axis_cols[[2]]), size = 1.5, shape = 1) +
           theme_classic() +
           scale_color_viridis_c(limits = c(0, 1)) +
           labs(color = "Conversion rate", x = gsub("_", " ", axis_cols[[1]]), y = gsub("_", " ", axis_cols[[2]])) +
           scale_x_continuous(labels = label_scientific(digits = 2)) +
           scale_y_continuous(labels = label_scientific(digits = 2))
       })

## arrange together
cue_cue_rn.pl <- ggarrange(plotlist = cue_cue_rn_pl.ls, ncol = 5, nrow = 8, common.legend = T, align = "hv") 
ggsave(here("code_repository/figures/sim_disease-curve.tiff"), units = "px", width = 2250, height = 2500, scale = 2.2, dpi=300,  bg = "white")
```

#=================================#
# Curating list of selected exo and simulated
# disease curves (main figure)
#=================================#
# plot
```{r}
# main figure
ggarrange(
   cue_cue_rn_pl.ls[[31]] +
    scale_x_continuous(labels = scales::number_format(accuracy = 0.1)) +
    scale_y_continuous(labels = scales::number_format(accuracy = 1)) +
    theme(legend.position = "none"), 
          
   exp_xlogylog.pl_ls[[1]] + theme(legend.position = "none"),

   cue_cue_rn_pl.ls[[35]] + 
     scale_y_continuous(labels = scales::number_format(accuracy = 1)) +
     theme(legend.position = "none",
           axis.text.x=element_text(size=6.5)), 
   
   exp_xylog.pl_ls[[1]] + 
     scale_y_continuous(labels = scales::number_format(accuracy = 1)) +
     theme(legend.position = "none",
           axis.text.x=element_text(size=6.5)),
   
   cue_cue_rn_pl.ls[[30]] + 
     scale_x_continuous(labels = scales::number_format(accuracy = 0.1)) +
     theme(legend.position = "none"), 
   
   exp_xlogy.pl_ls[[1]] + theme(legend.position = "none"), 
   
   cue_cue_rn_pl.ls[[15]] + 
     scale_x_continuous(labels = scales::number_format(accuracy = 0.1)) +
     theme(legend.position = "none"), 
   
   exp_xlogy.pl_ls[[2]] + theme(legend.position = "none"),
   
   align = "hv", ncol = 4, nrow = 2
)
ggsave(here("code_repository/figures/sim_exp_disease_curve_main.tiff"), units = "px", width = 2250, height = 1000, scale = 1.25, dpi=300,  bg = "white")


# get legend separately
ggarrange(
   cue_cue_rn_pl.ls[[31]] +
    scale_x_continuous(labels = scales::number_format(accuracy = 0.1)) +
    scale_y_continuous(labels = scales::number_format(accuracy = 1)) +
    theme(legend.position = "top"), 
          
   exp_xlogylog.pl_ls[[1]] + theme(legend.position = "top"))
ggsave(here("code_repository/figures/sim_exp_disease_curve_legend.tiff"), units = "px", width = 2250, height = 500, scale = 1.25, dpi=300,  bg = "white")

```



#=================================#
# MC simulation of single cue and dual cue infection
#=================================#
#------------ Impact of all parameter variation on fitness ------------#
## Append all fitness data and sanity checks
```{r}
## Import all fitness data and make into single dataframe
mc_all.ls <- list.files(path = here("code_repository/data/mc_all_fitness"), pattern = "*.csv", full.names = T)

## filter out MC records dual cues. These data have different headers and would need to be processed differently
mc_all_sc.ls <- mc_all.ls[!grepl("-", basename(mc_all.ls))]
mc_all_dc.ls <- mc_all.ls[grepl("-", basename(mc_all.ls))]

## we are expecting 11*5010 = 55110 data files for single cue and 4*5010=20040 files for dc
length(mc_all_sc.ls)
length(mc_all_dc.ls)

## read and append
mc_all_fitness_sc.df <- do.call(rbind, mclapply(mc_all_sc.ls, function(x){df <- read.csv(x)}, mc.cores = 6))
mc_all_fitness_dc.df <- do.call(rbind, mclapply(mc_all_dc.ls, function(x){df <- read.csv(x)}, mc.cores = 6))

## check # of reps per cue. looks good!
mc_all_fitness_sc.df %>% 
  distinct(cue, log, id) %>% 
  group_by(cue, log) %>% 
  tally()

mc_all_fitness_dc.df %>% 
  distinct(cue, cue_b, log, log_b, id) %>% 
  group_by(cue, cue_b, log, log_b) %>% 
  tally()

## combine dataframes
mc_all_fitness.df <- mc_all_fitness_dc.df %>% 
  mutate(iter = id,
         id = gsub("log10", "log", paste0(cue, "_", log, "-", cue_b,"_", log_b))) %>%
  select(id, iter, max_fitness) %>% 
  rbind(
    mc_all_fitness_sc.df %>% 
      mutate(iter = id,
             id = ifelse(cue != "t", paste0(cue, "_", gsub("log10", "log", log)), "time")
             ) %>% 
      select(id, iter, max_fitness)
    ) %>% 
  left_join(ez_label, by = "id") 
## for each cue and log, id = 1 is where all parameters are default values. Given that we simulated the time step with 0.01 rather than  0.001, we need to check whether this higher time step alters the fitness values. We can see that the difference is very small ~0.002 so this will not affect any our outcomes.
## Here, I also manually verified that the fitness values for the dual cue looked good!
mc_all_fitness.df %>% filter(iter == 1) %>% 
  left_join(select(si_opt.df, cue, log, fitness_20), by = c("cue", "log")) %>% 
  mutate(diff = max_fitness - fitness_20)

## write
write_parquet(mc_all_fitness.df, here("code_repository/data/mc_all_fitness.parquet"))
```

## process data for plotting fitness
```{r}
## normalize fitness and take only first 1000 measurement (this is done given that subsequent simulations only include 1000 reps!)
mc_all_fitness.df_p <- mc_all_fitness.df %>% 
  filter(iter %in% seq(1,1000,1)) %>% 
  mutate(fitness_norm = max_fitness/9.883602,
         short_label = gsub("I\\+Ig", "Total I", short_label))

## get the reference fitness (default parameter variation), which is where iter = 1
mc_all_fitness_ref.df <- mc_all_fitness.df_p %>% filter(iter == 1)

## get the rest of the data points (excluding iter == 1) and calculate median and mean
mc_all_fitness_rand.df <- mc_all_fitness.df_p %>% 
  filter(iter != 1) 

## get mean and mode in a separate df
mc_all_fitness_sum.df <- mc_all_fitness_rand.df %>% 
  group_by(short_label) %>% 
  summarize(mean = mean(fitness_norm),
            median = median(fitness_norm),
            geom_mean = exp(mean(log(fitness_norm))),
            sd = sd(fitness_norm)) %>% 
  left_join(select(mc_all_fitness_ref.df, short_label, max_fitness), by = "short_label")

mc_all_fitness_sum.df
```

## plot fitness variation 
```{r}
mc_all_fitness.pl <- ggplot() +
  geom_violin(data = mc_all_fitness_rand.df, aes(x = fitness_norm, y = fct_reorder(short_label, fitness_norm, .fun = function(x){exp(mean(log(x)))})),
              fill = "light grey", color = "transparent", trim = T) +
  geom_point(data = mc_all_fitness_ref.df, aes(x = fitness_norm, y = short_label, 
                                               shape = "Deterministic", color = "Deterministic"), size = 3, alpha = 0.8) +
  geom_point(data = mc_all_fitness_sum.df, aes(x = mean, y = short_label, 
                                              shape = "Mean", color = "Mean"), size = 3, alpha = 0.8) +
    geom_point(data = mc_all_fitness_sum.df, aes(x = geom_mean, y = short_label, 
                                              shape = "Geometric mean", color = "Geometric mean"), size = 3, alpha = 0.8) +
  labs(x ="Normalized fitness", y = "Cues", shape = "", color = "") +
  scale_color_manual(values = c("black", "#785EF0", "#FFB000")) +
  theme_classic() +
  expand_limits(y =17) +
  theme(legend.position = c(0.2,1), 
        legend.direction = "horizontal",
        legend.justification = "top") 
```

#------------ Impact of individual parameter variation on fitness ------------#
## combine all single parameter variation files
```{r}
## list of file paths linked to the single parameter files
mc_single.ls <- list.files(path = here("code_repository/data/mc_single_fitness"), pattern = "*.csv", full.names = T)

## read and combine
mc_single_fitness.df <- do.call(rbind, mclapply(mc_single.ls, function(x) read.csv(x), mc.cores = 6))

# look at # of reps
mc_single_fitness.df %>% 
  group_by(id) %>% 
  tally()

## write
write_parquet(mc_single_fitness.df, here("code_repository/data/mc_single_fitness.parquet"))

## sanity check. iter = 1 is where all parameters are default. Should produce the same fitness values!
mc_single_fitness.df %>% filter(iter == 1)
```

## process data for plotting
```{r}
## note that for each iter across the "single" and "all" dataset, the parameter alteration is the same. Thus, for each data point at which all parameter are varied, there is a corresponding datapoint where only one parameter is varied. We can join these 2 dataset by iter and cue and log
mc_single_all_fitness.df <- mc_single_fitness.df %>% 
  left_join(select(mc_all_fitness.df, fitness_all = max_fitness,id, iter), by = c("id", "iter")) %>% 
  filter(iter %in% seq(0,1000,1)) ## only include the top 1000 records

## make the dataframe into a long format such that all fitness variations are in a single column
mc_single_fitness.long <- mc_single_all_fitness.df %>% 
  filter(iter != 1) %>% ## filter out iter = 1, which does not have variation
  left_join(select(mc_all_fitness_ref.df, fitness_ref = max_fitness, id),
            by = c("id")) %>% ## add in the deterministic fitness values
  select(id, max_fitness_rho, max_fitness_beta, max_fitness_psin, max_fitness_psiw, max_fitness_phin, max_fitness_phiw, iter, fitness_all, fitness_ref) %>% # keep only fitness and associated labels
  tidyr::pivot_longer(-c("id", "fitness_all", "iter", "fitness_ref")) %>% ## make long
  mutate(parameter = gsub("max_fitness_|fitness_", "", name)) ## isolate parameter being altered

## calculate degree deviation from deterministic values. note that rel_diff_single ranges from -1 to 1. -1 ->  one variable perturbation is acting in the opposite direction to the overall perturbation caused by randomizing all variables. 0 parameter variation contributes very little, 1 -> one variable contributes a lot
mc_single_fitness.long_p <- mc_single_fitness.long %>% 
  mutate(diff_single = value-fitness_ref, ## pertubation to fitness caused by single parameter variation
         diff_all = fitness_all-fitness_ref, ## pertubation to fintess caused by all parameter varying
         rel_diff_single = diff_single/diff_all ## normalized pertunation to fitness (single parameter)
         ) %>% 
  left_join(ez_label, by = c("id"))

## calculate summary statistics. this includes median, credible interval (contains 89% data points calculated via Highest Density Interval, which is better for skewed data)
mc_single_fitness.long_p %>% filter(id == "R_log-I+Ig_log")

mc_single_fitness.sum <- mc_single_fitness.long_p %>% 
  group_by(id, parameter, short_label) %>% 
  summarise(ci_lower = ci(rel_diff_single, method = "HDI", ci = 0.89)[[2]],
            ci_higher = ci(rel_diff_single, method = "HDI", ci = 0.89)[[3]],
            quantile_low = quantile(rel_diff_single, 0.025),
            quantile_high = quantile(rel_diff_single, 0.975),
            median = median(rel_diff_single),
            mean = mean(rel_diff_single)) %>% 
  mutate(parameter_label = case_when( ## recode parameter values
    parameter == "rho" ~ "RBC replenishment (ρ)",
    parameter == "phin" ~ "Half-life indis (ϕn)",
    parameter == "phiw" ~ "Half-life targeted (ϕw)",
    parameter == "psin" ~ "Activation indis (ψn)",
    parameter == "psiw" ~ "Activation targeted (ψw)",
    parameter == "beta" ~ "Burst size (β)",
  ))


## for violin plots, what we can do is plot out only the 89% credible interval so the graph is easier to interpret
mc_single_fitness.long_p_f <- mc_single_fitness.long_p %>% 
  left_join(select(mc_single_fitness.sum, short_label, parameter, ci_lower, ci_higher, parameter_label), by = c("short_label", "parameter")) %>% 
  filter(rel_diff_single >= ci_lower & rel_diff_single < ci_higher)

## arrange ordering of cues and parameters
mc_single_fitness.long_p_f$short_label <- factor(mc_single_fitness.long_p_f$short_label, c(
  "R & I log", "R log & I log",
  "R & Total I log","R log & Total I log",
  "R", "R log",
  "I", "I log",
  "Ig", "Ig log", 
  "Total I", "Total I log",
  "G", "G log"))

mc_single_fitness.long_p_f$parameter_label <- factor(mc_single_fitness.long_p_f$parameter_label,
                                                     c("Burst size (β)",
                                                       "RBC replenishment (ρ)",
                                                       "Half-life indis (ϕn)",
                                                       "Half-life targeted (ϕw)",
                                                       "Activation indis (ψn)",
                                                       "Activation targeted (ψw)"))


```

# plotting 89% credible interval. By visual inspection of the distribution, ci represented the distribution (more honestly) than quantile, even when quantile seems to display larger differences of logging cues.
```{r}
mc_partition.pl <- ggplot() +
  geom_violin(data = mc_single_fitness.long_p_f, aes(x = rel_diff_single, y = short_label,
                                                 ), fill = "grey", color = "grey") + ## 89% credible interval
  geom_point(data = mc_single_fitness.sum, aes(x = median, y = short_label)) +
  geom_vline(xintercept = 0, linetype = "dashed", color = "#785EF0") +
  geom_vline(xintercept = 1, linetype = "dashed", color = "#785EF0") +
  facet_wrap(~parameter_label) +
  labs(x = "Relative fitness pertubation", y = "Cues") +
  theme_bw() +
  scale_y_discrete(limits=rev) + ## reverse ordering of y-axis so that cues are displayed correctly
  theme(legend.position = "none",
        panel.grid.major = element_blank(),
        panel.grid.minor = element_blank()
  )
```

#--------- arrange plots together ---------#
```{r}
ggarrange(mc_all_fitness.pl, mc_partition.pl, align = "h", widths = c(1.3, 2), labels = c("A", "B"))
ggsave(units = "px", dpi = 300, width = 2250, height = 1500, filename = here("code_repository/figures/mc_fitness_partition.tiff"), bg = "white", scale = 1.2)
```

#==========================================#
# Supplementary figure on MC posterior parameter distribution
#==========================================#
## Process data
```{r}
## manually make dataframe containing the parameter values used in the deterministic model
par_det.df <- data.frame(
  parameter = c("rho", "phi_N1", "phi_N2", "iota_N1", "iota_N2", "burst"),
  deterministic = c(2.627156e-01, 3.520591e-02, 5.508420e+02, 1.669234e+01, 8.431785e-01, 5.721000e+00 )
)

## make into long format
posterior.long <- posterior.df %>% 
  filter(id %in% seq(0,1000,1)) %>% 
  tidyr::pivot_longer(-id, names_to = "parameter") %>% 
  left_join(par_det.df, by = "parameter") %>% ## add in the deterministic parameter values
  mutate(label = case_when(
    parameter == "rho" ~ "RBC replenishment (ρ)",
    parameter == "phi_N1" ~ "Half-life indis (ϕn)",
    parameter == "phi_N2" ~ "Half-life targeted (ϕw)",
    parameter == "iota_N1" ~ "Activation indis (ψn)",
    parameter == "iota_N2" ~ "Activation targeted (ψw)",
    parameter == "burst" ~ "Burst size (β)"
  )) ## rename paramter values

```

## plot
```{r}
## portion of parameter values that does not need log-transforming
posterior_1.pl <- ggplot(posterior.long %>% filter(!parameter %in% c("phi_N1", "phi_N2", "iota_N1"))) +
  geom_density(aes(x = value), fill = "grey") +
  geom_vline(aes(xintercept = deterministic), linetype = "dashed") +
  facet_wrap(~label, scales = "free") +
  labs(x = "", y = "Density") +
  theme_bw() +
  theme(panel.grid.major = element_blank(),
        panel.grid.minor = element_blank())

## Plots where the x-axis should be log-transformed so it is easier to read
posterior_2.pl <- ggplot(posterior.long %>% filter(parameter %in% c("phi_N1", "phi_N2", "iota_N1"))) +
  geom_density(aes(x = value), fill = "grey") +
  geom_vline(aes(xintercept = deterministic), linetype = "dashed") +
  facet_wrap(~label, scales = "free") +
  labs(x = "Value", y = "Density") +
  scale_x_continuous(trans = "log10") +
  theme_bw() +
  theme(panel.grid.major = element_blank(),
        panel.grid.minor = element_blank())

## plot together
ggarrange(posterior_1.pl, posterior_2.pl, ncol = 1, align = "hv")
  
## save
ggsave(units = "px", dpi = 300, width = 2000, height = 1300, filename = here("code_repository/figures/posterior.tiff"), bg = "white", scale = 1)
```

#==========================================#
# Rank plot of parasite fitness with only one parameter varying
#==========================================#
## Process data
```{r}
## simpler version of long table containing fitness of parasites when various parameter is pertubed
mc_single_fitness.long2 <- mc_single_fitness.df %>% 
  filter(iter %in% seq(0,1000,1)) %>% ## filter out iter = 1, which does not have variation
  distinct(id, iter, .keep_all = T) %>% ## ensure there are not replicates
  filter(iter != 1) %>% 
  dplyr::select(id, max_fitness_rho, max_fitness_beta, max_fitness_psin, max_fitness_psiw, max_fitness_phin, max_fitness_phiw, iter) %>% # keep only fitness and associated labels
  tidyr::pivot_longer(-c("id", "iter")) %>% ## make long
  mutate(parameter = gsub("max_fitness_", "", name)) %>% 
  mutate(
         parameter_label = case_when( ## recode parameter values
    parameter == "rho" ~ "RBC replenishment (ρ)",
    parameter == "phin" ~ "Half-life indis (ϕn)",
    parameter == "phiw" ~ "Half-life targeted (ϕw)",
    parameter == "psin" ~ "Activation indis (ψn)",
    parameter == "psiw" ~ "Activation targeted (ψw)",
    parameter == "beta" ~ "Burst size (β)",
  ),
  fitness_norm = value/9.883602) %>%  ## normalize fitness value
  left_join(ez_label, by = c("id")) %>% 
  left_join(
    rbind(
    select(si_opt.df, id, fitness_det = fitness_20) ,## get deterministic fitness (single cue) 
    dual_cue_f_final.df %>% mutate(id = paste0(id, "-", id_b)) %>% select(id, fitness_det = fitness) ## get deterministic fitness (dual cue)
    ),
    by = "id") %>% 
  mutate(fitness_det_norm = fitness_det/9.883602) ## normalize deterministic fitness

mc_single_fitness.long2 %>% distinct(id, fitness_det)

## reorder parameter
mc_single_fitness.long2$parameter_label <- factor(mc_single_fitness.long2$parameter_label,
                                                     c("Burst size (β)",
                                                       "RBC replenishment (ρ)",
                                                       "Half-life indis (ϕn)",
                                                       "Half-life targeted (ϕw)",
                                                       "Activation indis (ψn)",
                                                       "Activation targeted (ψw)"))

## get median fitness values (normalized)
mc_single_fitness.sum2 <- mc_single_fitness.long2 %>% 
  group_by(short_label, id, parameter_label, parameter) %>% 
  summarize(median = median(fitness_norm),
            mean = mean(fitness_norm),
            geo_mean = exp(mean(log(fitness_norm))),
            fitness_det_norm = unique(fitness_det_norm)) %>% 
  left_join(select(mc_all_fitness_sum.df, short_label, geo_mean_all = geom_mean), by = "short_label") ## get geometric mean of when all parameter are varied

# left join geometric fitness to long df for ranking purposes
mc_single_fitness.long2 <- mc_single_fitness.long2 %>% 
  left_join(select(mc_single_fitness.sum2, id,parameter_label, median, mean, geo_mean), by = c("id", "parameter_label", "short_label")) 

```

# plot
note that it is quite a hassel to reorder cues when facetting. Hence, I will just plot out all 6 plots individually
```{r}
# split database by parameter
mc_single_fitness_long2.ls <- split(mc_single_fitness.long2, mc_single_fitness.long2$parameter_label)
mc_single_fitness_sum2.ls <- split(mc_single_fitness.sum2, mc_single_fitness.sum2$parameter_label)

# plot out individual ggplot 
mc_single_plt.ls <- list()
for(i in seq(1,6,1)){
 mc_single_plt.ls[[i]] <- ggplot() +
  geom_violin(data = mc_single_fitness_long2.ls[[i]],
              aes(x = fct_reorder(short_label, geo_mean, .desc = T), y = fitness_norm), 
              fill = "grey", trim = T, color = "grey") +
  geom_point(data =  mc_single_fitness_sum2.ls[[i]],
             aes(x = short_label, y = mean, shape = "Mean", color = "Mean"), size = 2) +
  geom_point(data =  mc_single_fitness_sum2.ls[[i]],
             aes(x = short_label, y = geo_mean, shape = "Geometric mean\n(single parameter)", color = "Geometric mean\n(single parameter)"), size = 2) +
  geom_point(data =  mc_single_fitness_sum2.ls[[i]],
             aes(x = short_label, y = fitness_det_norm, shape = "Deterministic", color = "Deterministic"), size =2) +
   geom_point(data =  mc_single_fitness_sum2.ls[[i]],
             aes(x = short_label, y = geo_mean_all, shape = "Geometric mean\n(all parameters)", color = "Geometric mean\n(all parameters)"), size =2) +
  labs(x = "Cue(s)", y = "Normalized fitness", shape = "Legend", color = "Legend",
       subtitle = unique(mc_single_fitness_sum2.ls[[i]]$parameter_label)) +
  scale_color_manual(values = c("black", "#785EF0","#785EF0", "#FFB000")) +
   scale_shape_manual(values = c(16, 2, 17, 15))+
   ylim(0, 1.2) +
  theme_classic() +
  theme(axis.text.x=element_text(angle=45,hjust=1))
         
}

## arrange together
ggarrange(plotlist = mc_single_plt.ls, common.legend = T, ncol = 3, nrow = 2, align = "hv")

ggsave(units = "px", dpi = 300, width = 2500, height = 2000, filename = here("code_repository/figures/mc_single_fitness.tiff"), bg = "white", scale = 1)
```

#==================================#
# Understanding the mechanism behind robustness
#==================================#
#--------Calculating deviations between cr and fitness----------#
# Process single parameter dynamics data
```{r}
# get list of files
mc_single_dyn.ls <- list.files(here("code_repository/data/mc_single_dyn"), pattern = "*.parquet", full.names = T)

# read in all of the files, filtering only for conversion rate
mc_single_dyn_cr.ls <- mclapply(mc_single_dyn.ls, function(x){
  df <- read_parquet(x)
  
  ## filter to retain only cr
  df_f <- df %>% filter(variable == "cr")
  return(df_f)
}, mc.cores = 6)

# combine
mc_single_dyn_cr.df <- do.call(rbind, mc_single_dyn_cr.ls)

# write
write_parquet(mc_single_dyn_cr.df, here("code_repository/data/mc_single_dyn_cr.parquet"))
mc_single_dyn_cr.df <- read_parquet(here("code_repository/data/mc_single_dyn_cr.parquet"))

# check # of records
mc_single_dyn_cr.df %>% group_by(id) %>% tally()
```

# Process deterministic conversion rate time series dynamic
```{r}
# single cue dynamics (conversion rate only)
si_cr.df <- si_dyn.df %>%
  filter(variable == "cr") %>%  ## get corresponding time steps (0.01) and cr only
  select(id, time, cr_det = value)

# dual cue dynamics (conversion rate only)
dual_cr.df <- dual_cue_dyn.df %>% 
  filter(variable == "cr") %>% 
  mutate(id = paste0(id, "-", id_b)) %>% 
  select(id, time, cr_det = value)
```

# Calculate deviation in cr
```{r}
# left join 
mc_single_dyn_cr_join.df <- mc_single_dyn_cr.df %>% 
  left_join(rbind(
    si_cr.df, dual_cr.df
  ), by = c("time", "id"))

# get absoluate deviation 
mc_single_dyn_cr_join.df_p <- mc_single_dyn_cr_join.df %>% 
  filter(time != 0) %>% ## get rid of time = 0 wher cr is NA
  mutate(diff = abs(cr_det-value)) ## calculate absolute deviation
write_parquet(mc_single_dyn_cr_join.df_p, here("code_repository/data/mc_single_dyn_cr_join.parquet"))
mc_single_dyn_cr_join.df_p <- read_parquet(here("code_repository/data/mc_single_dyn_cr_join.parquet"))

# check for NAs
mc_single_dyn_cr_join.df_p %>% filter(is.na(diff))

# check # of samples
mc_single_dyn_cr_join.df_p %>% group_by(id, parameter) %>% tally()

# calculate summary statistics
mc_single_dyn_cr.sum <- mc_single_dyn_cr_join.df_p %>% 
  ungroup() %>% 
  group_by(id, parameter) %>% 
  summarise(mean_cr_diff = mean(diff),
            median_cr_diff = median(diff),
            sd_cr_diff = sd(diff),
            mad_cr_diff= mad(diff))

write.csv(mc_single_dyn_cr.sum, here("code_repository/data/mc_single_dyn_cr_sum.csv"))
mc_single_dyn_cr.sum <- read.csv(here("code_repository/data/mc_single_dyn_cr_sum.csv"))
```

# calculate loss of fitness due to variation
```{r}
mc_single_dyn_cr.sum_fitness <- mc_single_fitness.sum2 %>% 
  mutate(geo_mean_diff = geo_mean-fitness_det_norm) %>% 
  left_join(mc_single_dyn_cr.sum, by = c("id", "parameter"))
```

# isolate examples of robust and non-robust cues
```{r}
## robust cue (I log)
mc_single_dyn_cr_join.df_p_robust <- mc_single_dyn_cr_join.df_p %>% 
  filter(id == "I_log" & parameter %in% c("beta", "psin") & row_number() %% 10 == 0) %>% 
  mutate(parameter_label = case_when(
    parameter == "psin" ~ "Activation indis (ψn)",
    parameter == "beta" ~ "Burst size (β)"
  ))
  
## non-robust cue (R and I+Ig log)
mc_single_dyn_cr_join.df_p_notrobust <- mc_single_dyn_cr_join.df_p %>% 
  filter(id == "R_none-I+Ig_log" & parameter %in% c("beta", "psin") & row_number() %% 10 == 0) %>% 
  mutate(parameter_label = case_when(
    parameter == "psin" ~ "Activation indis (ψn)",
    parameter == "beta" ~ "Burst size (β)"
  ))
```

# plot cr time series
```{r}
mc_single_cr_dyn.plt1 <- ggplot(mc_single_dyn_cr_join.df_p_robust) +
  geom_line(aes(x = time, y = value, group = iter), alpha = 0.01) +
  geom_line(aes(x = time, y = cr_det, group = iter), alpha = 1, color = "#785EF0") +
  facet_wrap(~parameter_label) +
  ylim(0, 1) +
  labs(x = "", y = "Conversion rate") +
  theme_bw() +
  theme(panel.grid.major = element_blank(),
        panel.grid.minor = element_blank(),
        axis.title.x = element_blank())

mc_single_cr_dyn.plt2 <- ggplot(mc_single_dyn_cr_join.df_p_notrobust) +
  geom_line(aes(x = time, y = value, group = iter), alpha = 0.01) +
  geom_line(aes(x = time, y = cr_det, group = iter), alpha = 1, color = "#785EF0") +
  facet_wrap(~parameter_label) +
  ylim(0, 1) +
  labs(x = "Time (days)", y = "Conversion rate") +
  theme_bw() +
  theme(panel.grid.major = element_blank(),
        panel.grid.minor = element_blank())
```

# plot relationship
```{r}
# relationship between fitness vs robistness
ggplot(mc_single_dyn_cr.sum_fitness, aes(x = fitness_det_norm, y = geo_mean_diff, color = fitness_det_norm)) +
  geom_point(size = 2.5, color = "black", shape = 1) +
  geom_point(size = 2, alpha=0.8) +
  facet_wrap(~parameter_label, scales = "free") +
  scale_color_viridis_c() +
  labs(x = "Deterministic model fitness", y = "Normalized fitness difference\n(Single-Deterministic)", color = "Deterministic\nmodel fitness") +
  theme_bw() +
  theme(panel.grid.major = element_blank(),
        panel.grid.minor = element_blank())

# relationship between conversion rate difference and difference in fitness 
ggplot(mc_single_dyn_cr.sum_fitness, aes(x = median_cr_diff, geo_mean_diff, color = fitness_det_norm)) +
  geom_point(size = 2.5, color = "black", shape = 1) +
  geom_point(size = 2, alpha=0.8) +
  facet_wrap(~parameter_label) +
  scale_color_viridis_c() +
  ylim(NA, 0.02) +
  labs(x = "Median conversion rate difference", y = "Normalized fitness difference\n(Single-Deterministic)", color = "Deterministic\nmodel fitness") +
  theme_bw() +
  theme(panel.grid.major = element_blank(),
        panel.grid.minor = element_blank(),
        legend.position = "bottom")

ggsave(here("code_repository/figures/mc_single_cr_rel_int.tiff"), units = "px", dpi = 300, width = 2550, height = 1200, bg = "white", scale = 1)

# internal code to get positions of I log and R and I+Ig log
ggplot(mc_single_dyn_cr.sum_fitness, aes(x = median_cr_diff, geo_mean_diff, color = fitness_det_norm)) +
  geom_point(size = 2.5, color = "black", shape = 1) +
  geom_point(size = 2, alpha=0.8) +
  geom_text(data = mc_single_dyn_cr.sum_fitness %>% filter(id %in% c("I_log", "R_none-I+Ig_log")), aes(x = median_cr_diff, y =geo_mean_diff, label = id)) +
  facet_wrap(~parameter_label) +
  scale_color_viridis_c() +
  ylim(NA, 0.02) +
  labs(x = "Median conversion rate difference", y = "Normalized fitness difference\n(Single-Deterministic)", color = "Deterministic\nmodel fitness") +
  theme_bw() +
  theme(panel.grid.major = element_blank(),
        panel.grid.minor = element_blank(),
        legend.position = "bottom")
```

# plot together
```{r}
# conversion rate dynamic
ggarrange(mc_single_cr_dyn.plt1, mc_single_cr_dyn.plt2, nrow = 2, align = "v", labels = c("B", "C"))
ggsave(here("code_repository/figures/mc_single_cr_dyn_int.tiff"), units = "px", dpi = 300, width = 2550*(2/3), height = 1000, bg = "white", scale = 1)
```


#=====================================#
# Impact of cue perception on virulence
#====================================#
#--------- Divid dynamics data into high and low performing ---------------#
# Single cue 
```{r}
# classify top 4 performing single cues as "high performing"
top_4_single_cue <- si_opt.df %>% 
  filter(cue != "t") %>% 
  slice_max(n = 4, order_by = fitness_20) %>% 
  mutate(short_label = gsub("I\\+Ig", "Total I", short_label))

# get wide format dataframe. Here, we are interested in the RBC and total iRBC count
si_dc.df <- si_dyn_30.df %>% 
  mutate(value = as.numeric(value)) %>% 
  filter(variable == "I" | variable == "Ig" | variable == "R") %>% 
  tidyr::pivot_wider(names_from = variable, values_from = value) %>% 
  mutate(total = I+Ig)

# split into top and poor-performing cues
si_dc.high <- si_dc.df %>% filter(id %in% top_4_single_cue$id)

# join high performing with label
si_dc.high <- si_dc.high %>% left_join(ez_label %>% distinct(id, .keep_all = T), by = "id")

# reorder cues by descending fitness
si_dc.high$short_label <- factor(si_dc.high$short_label, top_4_single_cue$short_label)
```

# Dual cue
```{r}
# classify top 4 performing dual cues as "high performing"
top_4_dual_cue <- dual_cue_f_final.df %>% 
  mutate(label_alt = gsub("I\\+Ig", "Total I", paste(label, "&" , label_b))) %>% 
  slice_max(n = 4, order_by = fitness)

# get wide format dataframe. Here, we are interested in the RBC and total iRBC count
dual_dc.df <- dual_cue_dyn_30.df %>% 
  mutate(label_alt = gsub("I\\+Ig", "Total I", paste(label, "&" , label_b))) %>% ## get new label
  filter(variable == "I" | variable == "Ig" | variable == "R") %>% ## get desired variables
  tidyr::pivot_wider(names_from = variable, values_from = value, id_cols = c(time, label_alt)) %>%
  mutate(total = I+Ig)

# split into top and poor-performing cues
dual_dc.high <- dual_dc.df %>% filter(label_alt %in% top_4_dual_cue$label_alt)

# reorder cues by descending fitness
dual_dc.high$label_alt <- factor(dual_dc.high$label_alt, top_4_dual_cue$label_alt)
```

#------------Get reference dynamics---------------#
# the ideal dynamic (time as cue, df = 9)
```{r}
source(here("code_repository/functions/chabaudi_si_clean_high.R"))
time_high.dyn <- chabaudi_si_clean_high(
  parameters_cr = c(9.154314,  -7.570829, -22.506638 ,  3.382405 ,-13.453519 ,-17.011485  , 3.678181, -12.851895 ,-26.115158),
  immunity = "tsukushi",
  parameters = parameters_tsukushi,
  time_range = seq(0, 30, by = 1e-3),
  cue_range =  seq(0, 20, by = 1e-3),
  cue = "t",
  solver = "vode",
  dyn = T)


# check dynamics. 
ggplot(time_high.dyn, aes(x = time, y = value)) +
  geom_line() +
  facet_wrap(~variable, scales ="free")

# get total I and R
time_high.vir <- time_high.dyn %>% 
 mutate(short_label = "Time") %>% ## get new label
  filter(variable == "I" | variable == "Ig" | variable == "R") %>% ## get desired variables
  tidyr::pivot_wider(names_from = variable, values_from = value, id_cols = c(time, short_label)) %>%
  mutate(total = I+Ig)
```

#-------------Plot disease curves-----------------#
# Single cue
```{r}
si_dc.plt <- ggplot() +
  geom_point(data = time_high.vir %>% filter(row_number() %% 1000 ==0), aes(x = total, y = R, color = short_label, shape = short_label), size = 3) +
  geom_point(data = si_dc.high %>% filter(row_number() %% 1000 ==0), aes(x = total, y = R, color = short_label, shape = short_label), size = 3) +
  geom_path(data = time_high.vir, aes(x= total, y = R, group = short_label, color = short_label), size = 1, arrow = arrow(type = "closed", angle = 10, length = unit(0.2, "inches"))) +
   geom_path(data = si_dc.high, aes(x= total, y = R, group = short_label, color = short_label), size = 1, arrow = arrow(type = "closed", angle = 10, length = unit(0.2, "inches"))) +
  scale_color_manual(values=c( "#4575b4", "#fdcb44", "#91bfdb", "#fc8d59", "black"), name = "Cues")  +
  labs(fill = "Cues", x = "Total iRBC", y = "RBC", color = "Cues") +
  theme_classic()+ 
  scale_y_continuous(labels = function(x) format(x, scientific = TRUE, accuracy = 0.1)) +
  guides(shape = F) +
  theme(legend.position = "top")
```

# dual cue
```{r}
dual_dc.plt <- ggplot() +
  geom_point(data = time_high.vir %>% filter(row_number() %% 1000 ==0), aes(x = total, y = R, color = short_label, shape = short_label), size = 3) +
  geom_point(data = dual_dc.high %>% filter(row_number() %% 100 ==0), aes(x = total, y = R, color = label_alt, shape = label_alt), size = 2) +
  geom_path(data = time_high.vir, aes(x= total, y = R, group = short_label, color = short_label), size = 1, arrow = arrow(type = "closed", angle = 10, length = unit(0.2, "inches"))) +
   geom_path(data = dual_dc.high, aes(x= total, y = R, group = label_alt, color = label_alt), size = 1, arrow = arrow(type = "closed", angle = 10, length = unit(0.2, "inches"))) +
  scale_color_manual(values=c( "#4575b4", "#fdcb44", "#91bfdb", "#fc8d59", "black"))  +
    labs(fill = "Cues", x = "Total iRBC", y = "RBC", color = "Cues") +
  theme_classic()+ scale_y_continuous(labels = function(x) format(x, scientific = TRUE, accuracy = 0.1)) +
  guides(shape = FALSE) +
  theme(legend.position = "top")
```

#---------area of curve vs fitness---------------#
# function to calculate area within curve
```{r}
get_dc_area <- function(df){
  x <- df$total
  y <- df$R
  chull(x,y)->i
  return(areapl(cbind(x[i],y[i])))
}
```

# single cue area
```{r}
# split df
si_dc.ls <- split(si_dc.df, si_dc.df$id)

# get area
si_dc.area <- cbind.data.frame(area = as.numeric(lapply(si_dc.ls, get_dc_area)), id = names(lapply(si_dc.ls, get_dc_area)))

# join with fitness
si_opt_area.df <- si_opt.df %>% 
  filter(cue != "t") %>% 
  left_join(si_dc.area, by = "id") %>% 
  mutate(fitness_norm = fitness_20/9.883602) ## normalize fitness (use fitness obtained using time df=9 given that we are plotting dual cue and single on the same graph!)

# sanity check area. The area should be on the order if we assume a rectangle!
si_dc.df %>% 
  group_by(id) %>% 
  summarise(R_diff = max(R)-min(R),
            total_diff = max(total)-min(total),
            product = R_diff*total_diff)
```

# dual cue
```{r}
# split
dual_dc.ls <- split(dual_dc.df, dual_dc.df$label_alt)

# get area
dual_dc.area <- cbind.data.frame(area = as.numeric(lapply(dual_dc.ls, get_dc_area)), label_alt = names(lapply(dual_dc.ls, get_dc_area)))

# join with fitness
dual_cue_f_final_area.df <- dual_cue_f_final.df %>% 
  mutate(label_alt = gsub("I\\+Ig", "Total I", paste(label, "&" , label_b))) %>% 
  left_join(dual_dc.area, by = c("label_alt")) %>% 
  mutate(fitness_norm = fitness/9.883602) ## normalize fitness (use fitness obtained using time df=9 given that we are plotting dual cue and single on the same graph!)
```

# get area for ideal and static cr
```{r}
# time
time_high.area <- get_dc_area(time_high.vir)

```

# fit GLM
Note that static and time based cue is not included in the model!
```{r}
# fit lm
si_lm <- lm(fitness_norm ~ area, data = si_opt_area.df)
dual_lm <- lm(fitness_norm ~ area, data = dual_cue_f_final_area.df)

# get prediction with 95% CI
si_lm.ci = predict(si_lm, interval = "confidence") %>% cbind.data.frame(area = si_opt_area.df$area)
dual_lm.ci = predict(dual_lm, interval = "confidence") %>% cbind.data.frame(area = dual_cue_f_final_area.df$area)

# look at R^2
summary(si_lm)$r.squared ## 0.1765248
summary(dual_lm)$r.squared ## 0.1053591
```

# plot correlation
```{r}
# single cue
si_corr_area.plt <- ggplot() +
  geom_point(data = si_opt_area.df, aes(x = area, y = fitness_norm, color = "Single cue", shape = "Single cue"), size = 3, alpha = 0.7) +
  geom_point(aes(x = time_high.area, y = max(time_high.dyn %>% filter(variable == "tau_cum" & time == 20) %>% pull(value))/9.883602, color = "Time", shape = "Time"), size = 3) +
  geom_line(data = si_lm.ci, aes(x = area, fit)) +
  geom_ribbon(data = si_lm.ci, aes(x = area, ymin = lwr, ymax = upr), alpha = .15) +
  annotate(geom = "text", label = "R^2=0.18", x = 1.6*(10^11), y = 0.76) +
  annotate(geom = "text", label = "Time", x = 2.7*(10^11), y = 0.98) +
  labs(x = "Area", y = "Normalized fitness", shape = "Cue category", color = "Cue category") +
  scale_color_manual(values = c(orange,"black")) +
  xlim(min(si_opt_area.df$area), max(dual_cue_f_final_area.df$area)) +
  theme_classic() +
  theme(legend.position = "none")

# dual cue
dual_corr_area.plt <-ggplot() +
  geom_point(data = dual_cue_f_final_area.df, aes(x = area, y = fitness_norm, color = "Dual cue", shape = "Dual cue"), size = 3, alpha = 0.7) +
  geom_point(aes(x = time_high.area, y = max(time_high.dyn %>% filter(variable == "tau_cum" & time == 20) %>% pull(value))/9.883602, color = "Time", shape = "Time"), size = 3) +
  geom_line(data = dual_lm.ci, aes(x = area, fit)) +
  geom_ribbon(data = dual_lm.ci, aes(x = area, ymin = lwr, ymax = upr), alpha = .15) +
  annotate(geom = "text", label = "R^2=0.11", x = 1.6*(10^11), y = 0.76) +
  annotate(geom = "text", label = "Time", x = 2.7*(10^11), y = 0.98) +
  labs(x = "Area", y = "Normalized fitness", shape = "Cue category", color = "Cue category") +
  scale_color_manual(values = c(blue, "black")) +
  xlim(min(si_opt_area.df$area), max(dual_cue_f_final_area.df$area)) +
  theme_classic() +
  theme(legend.position = "none")
```

#---------assemble figure------------#
```{r}
si_dc_area.plt <- ggarrange(si_dc.plt, si_corr_area.plt, ncol = 2, nrow = 1, align = "hv", common.legend = T, labels = c("A", "B"))
dual_dc_area.plt <- ggarrange(dual_dc.plt, dual_corr_area.plt, ncol = 2, nrow = 1, align = "hv", common.legend = T, labels = c("C", "D"))

ggarrange(si_dc_area.plt, dual_dc_area.plt, nrow = 2, align = "v")

ggsave(units = "px", dpi = 300, width = 2550, height = 2000, filename = here("code_repository/figures/virulence.tiff"), bg = "white", scale = 1)
```


#=============================#
# Validation of optimization
#=============================#
#------ process input data ------#
# Process data
```{r}
## get difference betweent fitness conferred by model produced by a random spline strategy "V1" vs optimized fitness
validation.df_p <- validation.df %>% 
  left_join(select(si_opt.df, id, fitness_20, short_label, long_label), by = c("id")) %>% 
  mutate(diff = fitness_20-V1,
         long_short_label = gsub("I\\+Ig", "Total I",paste0(long_label, " (", short_label, ")")))

## no random strategy performed better!
validation.df_p %>% filter(diff<=0)
```

# Plot
```{r}
ggplot(validation.df_p) +
  geom_density(aes(x = diff), fill = "light grey") +
  facet_wrap(~long_short_label, scales = "free") +
  labs(x = "Fitness difference (Optimal-Random)", y = "Density") +
  theme_bw() +
  theme(legend.position = "bottom",
        panel.grid.major = element_blank(),
        panel.grid.minor = element_blank()) 

ggsave(units = "px", dpi = 300, width = 2550, height = 1500, filename = here("code_repository/figures/si_validation.tiff"), bg = "white", scale = 1)
```





